# bibtab

bibtype: book
filename: einstein.bib
label: Reed:2015:ABS
author: Bruce Cameron Reed
publisher: Morgan and Claypool Publishers and IOP Publishing
address: San Rafael, CA, USA and Bristol, UK
pages: 239 (est.)
year: 2015
DOI: https://doi.org/10.1088/978-1-6270-5991-6
ISSN: 2053-2571 (print), 2054-7307 (electronic) OR 20532571 (print), 20547307 (electronic)
ISSNL: 2053-2571 OR 20532571
LCCN: QC773.3.U5 R443 2015eb
bibdate: Tue Dec 8 08:41:58 MST 2015
bibtimestamp: 2015.12.08 08:41:58 MST
series: IOP concise physics
URL: http://iopscience.iop.org/book/978-1-6270-5991-6
remark: Version 20140601.
subject: Atomic bomb; United States; History; Nuclear physics.; SCIENCE / Physics / Nuclear.; Atomic bomb.
acknowledgement: ack-nhfb
rawauthor: Bruce Cameron Reed
booktitle:
The atomic bomb: the story of the Manhattan Project: how nuclear physics became a global geopolitical game-changer

title:
The atomic bomb: the story of the Manhattan Project: how nuclear physics became a global geopolitical game-changer

ISBN:
1-62705-990-3 (print), 1-62705-991-1 (e-book), 1-62705-993-8 (mobi) OR 1627059903 (print), 1627059911 (ebook), 1627059938 (mobi)

ISBN13:
978-1-62705-990-9 (print), 978-1-62705-991-6 (e-book), 978-1-62705-993-0 (mobi) OR 9781627059909 (print), 9781627059916 (ebook), 9781627059930 (mobi)

bibsource:
fsz3950.oclc.org:210/WorldCat; https://www.math.utah.edu/pub/bibnet/authors/b/bohr-niels.bib; https://www.math.utah.edu/pub/bibnet/authors/f/frisch-otto.bib; https://www.math.utah.edu/pub/bibnet/authors/r/rutherford-ernest.bib; https://www.math.utah.edu/pub/bibnet/authors/s/szilard-leo.bib; https://www.math.utah.edu/pub/tex/bib/einstein.bib

abstract:
This volume, prepared by an acknowledged expert on the Manhattan Project, gives a concise, fast-paced account of all major aspects of the project at a level accessible to an undergraduate college or advanced high-school student familiar with some basic concepts of energy, atomic structure, and isotopes. The text describes the underlying scientific discoveries that made nuclear weapons possible, how the project was organized, the daunting challenges faced and overcome in obtaining fissile uranium and plutonium, and in designing workable bombs, the dramatic Trinity test carried out in the desert of southern New Mexico in July 1945, and the bombings of Hiroshima and Nagasaki.

TOC:
Preface Introduction and overview Prologue Some scientific preliminaries The Manhattan Project: a survey The background science Energy units, nuclear reactions and decay processes The neutron, artificial radioactivity and new elements Nuclear fission: discovery Nuclear fission: interpretation Plutonium The Manhattan Project Szilard, Einstein, the President and MAUD The Compton committee and the Manhattan Engineer District Bomb design: Los Alamos Uranium enrichment: the Clinton Engineer Works Plutonium: the pile program Trinity, Hiroshima and Nagasaki Target selection Postwar planning begins The missions Aftermath The Legacy of Manhattan and current nuclear weapons deployments Postwar political developments The super and the P-5 Nuclear tests, deployments and treaties Epilogue

rawabstract:
This volume, prepared by an acknowledged expert on the Manhattan Project, gives a concise, fast-paced account of all major aspects of the project at a level accessible to an undergraduate college or advanced high-school student familiar with some basic concepts of energy, atomic structure, and isotopes. The text describes the underlying scientific discoveries that made nuclear weapons possible, how the project was organized, the daunting challenges faced and overcome in obtaining fissile uranium and plutonium, and in designing workable bombs, the dramatic Trinity test carried out in the desert of southern New Mexico in July 1945, and the bombings of Hiroshima and Nagasaki.

rawbooktitle:
The atomic bomb: the story of the {Manhattan Project}: how nuclear physics became a global geopolitical game-changer

rawtitle:
The atomic bomb: the story of the {Manhattan Project}: how nuclear physics became a global geopolitical game-changer

rawTOC:
Preface \\ Introduction and overview \\ Prologue \\ Some scientific preliminaries \\ The Manhattan Project: a survey \\ The background science \\ Energy units, nuclear reactions and decay processes \\ The neutron, artificial radioactivity and new elements \\ Nuclear fission: discovery \\ Nuclear fission: interpretation \\ Plutonium \\ The Manhattan Project \\ Szilard, Einstein, the President and MAUD \\ The Compton committee and the Manhattan Engineer District \\ Bomb design: Los Alamos \\ Uranium enrichment: the Clinton Engineer Works \\ Plutonium: the pile program \\ Trinity, Hiroshima and Nagasaki \\ Target selection \\ Postwar planning begins \\ The missions \\ Aftermath \\ The Legacy of Manhattan and current nuclear weapons deployments \\ Postwar political developments \\ The super and the P-5 \\ Nuclear tests, deployments and treaties \\ Epilogue

entry:
@Book{Reed:2015:ABS,
  author =       "Bruce Cameron Reed",
  booktitle =    "The atomic bomb: the story of the {Manhattan Project}:
                 how nuclear physics became a global geopolitical
                 game-changer",
  title =        "The atomic bomb: the story of the {Manhattan Project}:
                 how nuclear physics became a global geopolitical
                 game-changer",
  publisher =    "Morgan and Claypool Publishers and IOP Publishing",
  address =      "San Rafael, CA, USA and Bristol, UK",
  pages =        "239 (est.)",
  year =         "2015",
  DOI =          "https://doi.org/10.1088/978-1-6270-5991-6",
  ISBN =         "1-62705-990-3 (print), 1-62705-991-1 (e-book),
                 1-62705-993-8 (mobi)",
  ISBN-13 =      "978-1-62705-990-9 (print), 978-1-62705-991-6 (e-book),
                 978-1-62705-993-0 (mobi)",
  ISSN =         "2053-2571 (print), 2054-7307 (electronic)",
  ISSN-L =       "2053-2571",
  LCCN =         "QC773.3.U5 R443 2015eb",
  bibdate =      "Tue Dec 8 08:41:58 MST 2015",
  bibsource =    "fsz3950.oclc.org:210/WorldCat;
                 https://www.math.utah.edu/pub/bibnet/authors/b/bohr-niels.bib;
                 https://www.math.utah.edu/pub/bibnet/authors/f/frisch-otto.bib;
                 https://www.math.utah.edu/pub/bibnet/authors/r/rutherford-ernest.bib;
                 https://www.math.utah.edu/pub/bibnet/authors/s/szilard-leo.bib;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  series =       "IOP concise physics",
  URL =          "http://iopscience.iop.org/book/978-1-6270-5991-6",
  abstract =     "This volume, prepared by an acknowledged expert on the
                 Manhattan Project, gives a concise, fast-paced account
                 of all major aspects of the project at a level
                 accessible to an undergraduate college or advanced
                 high-school student familiar with some basic concepts
                 of energy, atomic structure, and isotopes. The text
                 describes the underlying scientific discoveries that
                 made nuclear weapons possible, how the project was
                 organized, the daunting challenges faced and overcome
                 in obtaining fissile uranium and plutonium, and in
                 designing workable bombs, the dramatic Trinity test
                 carried out in the desert of southern New Mexico in
                 July 1945, and the bombings of Hiroshima and
                 Nagasaki.",
  acknowledgement = ack-nhfb,
  remark =       "Version 20140601.",
  subject =      "Atomic bomb; United States; History; Nuclear physics.;
                 SCIENCE / Physics / Nuclear.; Atomic bomb.",
  tableofcontents = "Preface \\
                 Introduction and overview \\
                 Prologue \\
                 Some scientific preliminaries \\
                 The Manhattan Project: a survey \\
                 The background science \\
                 Energy units, nuclear reactions and decay processes \\
                 The neutron, artificial radioactivity and new elements
                 \\
                 Nuclear fission: discovery \\
                 Nuclear fission: interpretation \\
                 Plutonium \\
                 The Manhattan Project \\
                 Szilard, Einstein, the President and MAUD \\
                 The Compton committee and the Manhattan Engineer
                 District \\
                 Bomb design: Los Alamos \\
                 Uranium enrichment: the Clinton Engineer Works \\
                 Plutonium: the pile program \\
                 Trinity, Hiroshima and Nagasaki \\
                 Target selection \\
                 Postwar planning begins \\
                 The missions \\
                 Aftermath \\
                 The Legacy of Manhattan and current nuclear weapons
                 deployments \\
                 Postwar political developments \\
                 The super and the P-5 \\
                 Nuclear tests, deployments and treaties \\
                 Epilogue",
}


bibtype: article
filename: einstein.bib
label: Hubble:1929:RBD
author: Edwin Hubble
title: A Relation between Distance and Radial Velocity among Extra-Galactic Nebulae
journal: j-PROC-NATL-ACAD-SCI-USA
volume: 15
number: 3
pages: 168--173
month: mar
monthnumber: 3
year: 1929
CODEN: PNASA6
ISSN: 0027-8424 (print), 1091-6490 (electronic) OR 00278424 (print), 10916490 (electronic)
ISSNL: 0027-8424 OR 00278424
bibdate: Mon Aug 02 14:39:45 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2010.08.02 14:39:45 ???
URL: http://hubblesite.org/; http://www.jstor.org/stable/85225
acknowledgement: ack-nhfb
authordates: 1889--1953
journalURL: http://www.pnas.org/content/by/year
rawauthor: Edwin Hubble
rawtitle: A Relation between Distance and Radial Velocity among Extra-Galactic Nebulae
remark:
This famous paper presented the first solid evidence for an expanding universe, based on measurement of gravitational red shifts of distant stars. It led Einstein to retract the cosmological constant that he called his ``greatest blunder'' cite Einstein:1917:KBA,Einstein:1931:KPA. Later work, such as cite Humason:1936:ARV, added significantly to the body of evidence for red shifts that increase with distance. Hubble never won a Nobel Prize, but the Hubble Space Telescope (launched by NASA in 1990) is named after him.

entry:
@Article{Hubble:1929:RBD,
  author =       "Edwin Hubble",
  title =        "A Relation between Distance and Radial Velocity among
                 Extra-Galactic Nebulae",
  journal =      j-PROC-NATL-ACAD-SCI-USA,
  volume =       "15",
  number =       "3",
  pages =        "168--173",
  month =        mar,
  year =         "1929",
  CODEN =        "PNASA6",
  ISSN =         "0027-8424 (print), 1091-6490 (electronic)",
  ISSN-L =       "0027-8424",
  bibdate =      "Mon Aug 02 14:39:45 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://hubblesite.org/;
                 http://www.jstor.org/stable/85225",
  acknowledgement = ack-nhfb,
  author-dates = "1889--1953",
  journal-URL =  "http://www.pnas.org/content/by/year",
  remark =       "This famous paper presented the first solid evidence
                 for an expanding universe, based on measurement of
                 gravitational red shifts of distant stars. It led
                 Einstein to retract the cosmological constant that he
                 called his ``greatest blunder''
                 \cite{Einstein:1917:KBA,Einstein:1931:KPA}. Later work,
                 such as \cite{Humason:1936:ARV}, added significantly to
                 the body of evidence for red shifts that increase with
                 distance. Hubble never won a Nobel Prize, but the
                 Hubble Space Telescope (launched by NASA in 1990) is
                 named after him.",
}


bibtype: book
filename: einstein.bib
label: Tolman:1934:RTC
author: Richard Chace Tolman
title: Relativity, thermodynamics and cosmology
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: xv + 501 + 1
year: 1934
LCCN: QC6 .T57
bibdate: Wed Dec 24 14:00:04 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:00:04 MST
series: The International series of monographs on physics
subject: Relativity (Physics); Thermodynamics; Cosmology
acknowledgement: ack-nhfb
authordates: 1881--1948
rawauthor: Richard Chace Tolman
rawtitle: {Relativity}, thermodynamics and cosmology
entry:
@Book{Tolman:1934:RTC,
  author =       "Richard Chace Tolman",
  title =        "{Relativity}, thermodynamics and cosmology",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "xv + 501 + 1",
  year =         "1934",
  LCCN =         "QC6 .T57",
  bibdate =      "Wed Dec 24 14:00:04 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "The International series of monographs on physics",
  acknowledgement = ack-nhfb,
  author-dates = "1881--1948",
  subject =      "Relativity (Physics); Thermodynamics; Cosmology",
}


bibtype: article
filename: einstein.bib
label: Humason:1936:ARV
author: M. L. (Milton L.) Humason
title: The Apparent Radial Velocities of 100 Extra-Galactic Nebulae
journal: j-ASTROPHYSICAL-J
volume: 83
number: 10
pages: 10--23
month: jan
monthnumber: 1
year: 1936
CODEN: ASJOAB
DOI: https://doi.org/10.1086/143696
ISSN: 0004-637X (print), 1538-4357 (electronic) OR 0004637X (print), 15384357 (electronic)
ISSNL: 0004-637X OR 0004637X
bibdate: Mon Aug 02 15:12:33 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2010.08.02 15:12:33 ???
acknowledgement: ack-nhfb
authordates: 1891--1972
rawauthor: M. L. (Milton L.) Humason
rawtitle: The Apparent Radial Velocities of 100 Extra-Galactic Nebulae
remark:
This paper extends Hubble's work on red shifts with measurements out to about 234 million light years (72 million parsecs). The last page of the article is a photographic plate showing the red shifts for five nebula of increasing distance.

entry:
@Article{Humason:1936:ARV,
  author =       "M. L. (Milton L.) Humason",
  title =        "The Apparent Radial Velocities of 100 Extra-Galactic
                 Nebulae",
  journal =      j-ASTROPHYSICAL-J,
  volume =       "83",
  number =       "10",
  pages =        "10--23",
  month =        jan,
  year =         "1936",
  CODEN =        "ASJOAB",
  DOI =          "https://doi.org/10.1086/143696",
  ISSN =         "0004-637X (print), 1538-4357 (electronic)",
  ISSN-L =       "0004-637X",
  bibdate =      "Mon Aug 02 15:12:33 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  acknowledgement = ack-nhfb,
  author-dates = "1891--1972",
  remark =       "This paper extends Hubble's work on red shifts with
                 measurements out to about 234 million light years (72
                 million parsecs). The last page of the article is a
                 photographic plate showing the red shifts for five
                 nebula of increasing distance.",
}


bibtype: article
filename: einstein.bib
label: Zwicky:1937:MNC
author: Fritz Zwicky
title: On the masses of nebulae and of clusters of nebulae
journal: j-ASTROPHYSICAL-J
volume: 86
number: 3
pages: 217--246
month: oct
monthnumber: 10
year: 1937
CODEN: ASJOAB
DOI: https://doi.org/10.1086/143864
ISSN: 0004-637X (print), 1538-4357 (electronic) OR 0004637X (print), 15384357 (electronic)
ISSNL: 0004-637X OR 0004637X
bibdate: Fri Sep 03 06:38:19 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2010.09.03 06:38:19 ???
acknowledgement: ack-nhfb
rawauthor: Fritz Zwicky
rawtitle: On the masses of nebulae and of clusters of nebulae
remark:
On pages 237--238 of this paper, Zwicky shows how gravitational lensing (predicted in cite Einstein:1936:LLA) could be used to determine the masses of the lensing objects. That in turn led to the discovery of dark matter in the 1970s. See cite Bennett:2005:AOL for a review, and cite [Chapter 69]Bartusiak:2006:AUD for details and references to the original papers.

entry:
@Article{Zwicky:1937:MNC,
  author =       "Fritz Zwicky",
  title =        "On the masses of nebulae and of clusters of nebulae",
  journal =      j-ASTROPHYSICAL-J,
  volume =       "86",
  number =       "3",
  pages =        "217--246",
  month =        oct,
  year =         "1937",
  CODEN =        "ASJOAB",
  DOI =          "https://doi.org/10.1086/143864",
  ISSN =         "0004-637X (print), 1538-4357 (electronic)",
  ISSN-L =       "0004-637X",
  bibdate =      "Fri Sep 03 06:38:19 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  acknowledgement = ack-nhfb,
  remark =       "On pages 237--238 of this paper, Zwicky shows how
                 gravitational lensing (predicted in
                 \cite{Einstein:1936:LLA}) could be used to determine
                 the masses of the lensing objects. That in turn led to
                 the discovery of dark matter in the 1970s. See
                 \cite{Bennett:2005:AOL} for a review, and \cite[Chapter
                 69]{Bartusiak:2006:AUD} for details and references to
                 the original papers.",
}


bibtype: article
filename: einstein.bib
label: Oppenheimer:1939:CGC
author: J. R. Oppenheimer and H. Snyder
title: On Continued Gravitational Contraction
journal: j-PHYS-REV-2
volume: 56
number: 5
pages: 455--459
day: 1
month: sep
monthnumber: 9
year: 1939
CODEN: PHRVAO
DOI: https://doi.org/10.1103/PhysRev.56.455
ISSN: 0031-899X (print), 1536-6065 (electronic) OR 0031899X (print), 15366065 (electronic)
ISSNL: 0031-899X OR 0031899X
bibdate: Tue Sep 13 15:33:26 MDT 2011
bibtimestamp: 2011.09.13 15:33:26 MDT
URL: http://prola.aps.org/abstract/PR/v56/i5/p455_1
fjournal: Physical Review
ZMnumber: Zbl 0022.28104
acknowledgement: ack-nhfb
rawauthor: J. R. Oppenheimer and H. Snyder
rawtitle: On Continued Gravitational Contraction
bibsource:
http://publish.aps.org/search; https://www.math.utah.edu/pub/bibnet/authors/o/oppenheimer-j-robert.bib; https://www.math.utah.edu/pub/tex/bib/einstein.bib

abstract:
When all thermonuclear sources of energy are exhausted a sufficiently heavy star will collapse. Unless fission due to rotation, the radiation of mass, or the blowing off of mass by radiation, reduce the star's mass to the order of that of the sun, this contraction will continue indefinitely. In the present paper we study the solutions of the gravitational field equations which describe this process. In I, general and qualitative arguments are given on the behavior of the metrical tensor as the contraction progresses: the radius of the star approaches asymptotically its gravitational radius; light from the surface of the star is progressively reddened, and can escape over a progressively narrower range of angles. In II, an analytic solution of the field equations confirming these general arguments is obtained for the case that the pressure within the star can be neglected. The total time of collapse for an observer comoving with the stellar matter is finite, and for this idealized case and typical stellar masses, of the order of a day; an external observer sees the star asymptotically shrinking to its gravitational radius.

remark:
According to cite [page~80]Bernstein:1996:RFB, this paper was published ``a few months after Einstein's rejection of black holes appeared cite Einstein:1939:SSS --- and with no reference to it. That work used Einstein's general theory of relativity to show, for the first time in the context of modern physics, how black holes could form.''

rawabstract:
When all thermonuclear sources of energy are exhausted a sufficiently heavy star will collapse. Unless fission due to rotation, the radiation of mass, or the blowing off of mass by radiation, reduce the star's mass to the order of that of the sun, this contraction will continue indefinitely. In the present paper we study the solutions of the gravitational field equations which describe this process. In I, general and qualitative arguments are given on the behavior of the metrical tensor as the contraction progresses: the radius of the star approaches asymptotically its gravitational radius; light from the surface of the star is progressively reddened, and can escape over a progressively narrower range of angles. In II, an analytic solution of the field equations confirming these general arguments is obtained for the case that the pressure within the star can be neglected. The total time of collapse for an observer comoving with the stellar matter is finite, and for this idealized case and typical stellar masses, of the order of a day; an external observer sees the star asymptotically shrinking to its gravitational radius.

entry:
@Article{Oppenheimer:1939:CGC,
  author =       "J. R. Oppenheimer and H. Snyder",
  title =        "On Continued Gravitational Contraction",
  journal =      j-PHYS-REV-2,
  volume =       "56",
  number =       "5",
  pages =        "455--459",
  day =          "1",
  month =        sep,
  year =         "1939",
  CODEN =        "PHRVAO",
  DOI =          "https://doi.org/10.1103/PhysRev.56.455",
  ISSN =         "0031-899X (print), 1536-6065 (electronic)",
  ISSN-L =       "0031-899X",
  bibdate =      "Tue Sep 13 15:33:26 MDT 2011",
  bibsource =    "http://publish.aps.org/search;
                 https://www.math.utah.edu/pub/bibnet/authors/o/oppenheimer-j-robert.bib;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://prola.aps.org/abstract/PR/v56/i5/p455_1",
  ZMnumber =     "Zbl 0022.28104",
  abstract =     "When all thermonuclear sources of energy are exhausted
                 a sufficiently heavy star will collapse. Unless fission
                 due to rotation, the radiation of mass, or the blowing
                 off of mass by radiation, reduce the star's mass to the
                 order of that of the sun, this contraction will
                 continue indefinitely. In the present paper we study
                 the solutions of the gravitational field equations
                 which describe this process. In I, general and
                 qualitative arguments are given on the behavior of the
                 metrical tensor as the contraction progresses: the
                 radius of the star approaches asymptotically its
                 gravitational radius; light from the surface of the
                 star is progressively reddened, and can escape over a
                 progressively narrower range of angles. In II, an
                 analytic solution of the field equations confirming
                 these general arguments is obtained for the case that
                 the pressure within the star can be neglected. The
                 total time of collapse for an observer comoving with
                 the stellar matter is finite, and for this idealized
                 case and typical stellar masses, of the order of a day;
                 an external observer sees the star asymptotically
                 shrinking to its gravitational radius.",
  acknowledgement = ack-nhfb,
  fjournal =     "Physical Review",
  remark =       "According to \cite[page~80]{Bernstein:1996:RFB}, this
                 paper was published ``a few months after Einstein's
                 rejection of black holes appeared
                 \cite{Einstein:1939:SSS} --- and with no reference to
                 it. That work used Einstein's general theory of
                 relativity to show, for the first time in the context
                 of modern physics, how black holes could form.''",
}


bibtype: book
filename: einstein.bib
label: Weyl:1950:STM
author: Hermann Weyl
title: Space, time, matter
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xvi + 330
year: 1950
LCCN: QC6 .W55 1952; QC6 .W421 1950; QC6 .W54s 1950; QC6 .W54rE 1952; QC6 .W5 1950; QC6 .W4
bibdate: Mon Dec 29 14:53:39 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; melvyl.cdlib.org:210/CDL90
bibtimestamp: 2008.12.29 14:53:39 MST
note: Translated from the German by Henry L. Brose.
remark: First American printing of the fourth edition, 1922.
subject: relativity (physics); space and time
acknowledgement: ack-nhfb
authordates: Hermann Weyl (1885--1955); Henry Herman Leopold Adolph Brose (15 September 1890--24 February 1965)
rawauthor: Hermann Weyl
rawnote: Translated from the German by Henry L. Brose.
rawtitle: Space, time, matter
entry:
@Book{Weyl:1950:STM,
  author =       "Hermann Weyl",
  title =        "Space, time, matter",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xvi + 330",
  year =         "1950",
  LCCN =         "QC6 .W55 1952; QC6 .W421 1950; QC6 .W54s 1950; QC6
                 .W54rE 1952; QC6 .W5 1950; QC6 .W4",
  bibdate =      "Mon Dec 29 14:53:39 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 melvyl.cdlib.org:210/CDL90",
  note =         "Translated from the German by Henry L. Brose.",
  acknowledgement = ack-nhfb,
  author-dates = "Hermann Weyl (1885--1955); Henry Herman Leopold Adolph
                 Brose (15 September 1890--24 February 1965)",
  remark =       "First American printing of the fourth edition, 1922.",
  subject =      "relativity (physics); space and time",
}


bibtype: article
filename: einstein.bib
label: Gupta:1957:EOT
author: Suraj N. Gupta
title: Einstein's and Other Theories of Gravitation
journal: j-REV-MOD-PHYS
volume: 29
number: 3
pages: 334--336
month: jul
monthnumber: 7
year: 1957
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.29.334
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:36:45 MDT 2012
bibtimestamp: 2012.05.22 16:36:45 MDT
URL: http://link.aps.org/doi/10.1103/RevModPhys.29.334; http://rmp.aps.org/abstract/RMP/v29/i3/p334_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Suraj N. Gupta
rawtitle: {Einstein}'s and Other Theories of Gravitation
bibsource:
http://rmp.aps.org/toc/RMP/v29/i3; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1950.bib

entry:
@Article{Gupta:1957:EOT,
  author =       "Suraj N. Gupta",
  title =        "{Einstein}'s and Other Theories of Gravitation",
  journal =      j-REV-MOD-PHYS,
  volume =       "29",
  number =       "3",
  pages =        "334--336",
  month =        jul,
  year =         "1957",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.29.334",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:36:45 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v29/i3;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1950.bib",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.29.334;
                 http://rmp.aps.org/abstract/RMP/v29/i3/p334_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: article
filename: einstein.bib
label: Weber:1957:RCG
author: Joseph Weber and John A. Wheeler
title: Reality of the Cylindrical Gravitational Waves of Einstein and Rosen
journal: j-REV-MOD-PHYS
volume: 29
number: 3
pages: 509--515
month: jul
monthnumber: 7
year: 1957
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.29.509
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:36:45 MDT 2012
bibtimestamp: 2012.05.22 16:36:45 MDT
URL: http://link.aps.org/doi/10.1103/RevModPhys.29.509; http://rmp.aps.org/abstract/RMP/v29/i3/p509_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Joseph Weber and John A. Wheeler
rawtitle: Reality of the Cylindrical Gravitational Waves of {Einstein} and {Rosen}
bibsource:
http://rmp.aps.org/toc/RMP/v29/i3; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1950.bib

entry:
@Article{Weber:1957:RCG,
  author =       "Joseph Weber and John A. Wheeler",
  title =        "Reality of the Cylindrical Gravitational Waves of
                 {Einstein} and {Rosen}",
  journal =      j-REV-MOD-PHYS,
  volume =       "29",
  number =       "3",
  pages =        "509--515",
  month =        jul,
  year =         "1957",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.29.509",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:36:45 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v29/i3;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1950.bib",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.29.509;
                 http://rmp.aps.org/abstract/RMP/v29/i3/p509_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: book
filename: einstein.bib
label: Rindler:1960:SR
author: Wolfgang Rindler
title: Special relativity
publisher: pub-OLIVER-BOYD
address: pub-OLIVER-BOYD:adr
pages: 186
year: 1960
LCCN: QC6 .R48
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
series: University mathematical texts
subject: Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Special relativity
entry:
@Book{Rindler:1960:SR,
  author =       "Wolfgang Rindler",
  title =        "Special relativity",
  publisher =    pub-OLIVER-BOYD,
  address =      pub-OLIVER-BOYD:adr,
  pages =        "186",
  year =         "1960",
  LCCN =         "QC6 .R48",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "University mathematical texts",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Singh:1961:GIT
author: Jagjit Singh
title: Great ideas and theories of modern cosmology
publisher: pub-DOVER
address: pub-DOVER:adr
pages: 276
year: 1961
LCCN: BD511 .S5 1961
bibdate: Mon Oct 9 06:38:55 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 06:38:55 MDT
subject: Cosmology
acknowledgement: ack-nhfb
rawauthor: Jagjit Singh
rawtitle: Great ideas and theories of modern cosmology
entry:
@Book{Singh:1961:GIT,
  author =       "Jagjit Singh",
  title =        "Great ideas and theories of modern cosmology",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "276",
  year =         "1961",
  LCCN =         "BD511 .S5 1961",
  bibdate =      "Mon Oct 9 06:38:55 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Cosmology",
}


bibtype: book
filename: einstein.bib
label: Weber:1961:GRG
author: J. (Joseph) Weber
title: General Relativity and Gravitational Waves
volume: 10
publisher: pub-INTERSCIENCE
address: pub-INTERSCIENCE:adr
pages: 200
year: 1961
LCCN: QC6 .W4
bibdate: Sat Oct 28 15:02:35 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.28 15:02:35 MDT
series: Interscience tracts on physics and astronomy
subject: General Relativity (physics); Gravitation
acknowledgement: ack-nhfb
rawauthor: J. (Joseph) Weber
rawtitle: General Relativity and Gravitational Waves
entry:
@Book{Weber:1961:GRG,
  author =       "J. (Joseph) Weber",
  title =        "General Relativity and Gravitational Waves",
  volume =       "10",
  publisher =    pub-INTERSCIENCE,
  address =      pub-INTERSCIENCE:adr,
  pages =        "200",
  year =         "1961",
  LCCN =         "QC6 .W4",
  bibdate =      "Sat Oct 28 15:02:35 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Interscience tracts on physics and astronomy",
  acknowledgement = ack-nhfb,
  subject =      "General Relativity (physics); Gravitation",
}


bibtype: book
filename: einstein.bib
label: Witten:1962:GIC
editor: Louis Witten
title: Gravitation: an introduction to current research
publisher: pub-WILEY
address: pub-WILEY:adr
pages: x + 481
year: 1962
LCCN: QC178 .W829; QC178 .W58; QC178 .W5; QC178 .W78g
bibdate: Sat Oct 28 15:07:51 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; melvyl.cdlib.org:210/CDL90
bibtimestamp: 2006.10.28 15:07:51 MDT
subject: Gravitation; Unified field theories; Quantum field theory
acknowledgement: ack-nhfb
raweditor: Louis Witten
rawtitle: Gravitation: an introduction to current research
entry:
@Book{Witten:1962:GIC,
  editor =       "Louis Witten",
  title =        "Gravitation: an introduction to current research",
  publisher =    pub-WILEY,
  address =      pub-WILEY:adr,
  pages =        "x + 481",
  year =         "1962",
  LCCN =         "QC178 .W829; QC178 .W58; QC178 .W5; QC178 .W78g",
  bibdate =      "Sat Oct 28 15:07:51 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 melvyl.cdlib.org:210/CDL90",
  acknowledgement = ack-nhfb,
  subject =      "Gravitation; Unified field theories; Quantum field
                 theory",
}


bibtype: article
filename: einstein.bib
label: Basri:1965:OFE
author: Saul A. Basri
title: Operational Foundation of Einstein's General Theory of Relativity
journal: j-REV-MOD-PHYS
volume: 37
number: 2
pages: 288--315
month: apr
monthnumber: 4
year: 1965
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.37.288
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:36:57 MDT 2012
bibtimestamp: 2012.05.22 16:36:57 MDT
URL: http://link.aps.org/doi/10.1103/RevModPhys.37.288; http://rmp.aps.org/abstract/RMP/v37/i2/p288_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Saul A. Basri
rawtitle: Operational Foundation of {Einstein}'s {General Theory of Relativity}
bibsource:
http://rmp.aps.org/toc/RMP/v37/i2; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1960.bib

entry:
@Article{Basri:1965:OFE,
  author =       "Saul A. Basri",
  title =        "Operational Foundation of {Einstein}'s {General Theory
                 of Relativity}",
  journal =      j-REV-MOD-PHYS,
  volume =       "37",
  number =       "2",
  pages =        "288--315",
  month =        apr,
  year =         "1965",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.37.288",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:36:57 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v37/i2;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1960.bib",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.37.288;
                 http://rmp.aps.org/abstract/RMP/v37/i2/p288_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: book
filename: einstein.bib
label: North:1965:MUH
author: John David North
title: The measure of the universe: a history of modern cosmology
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: xxviii + 436
year: 1965
LCCN: QB981 .N77
bibdate: Mon Oct 9 06:35:49 MDT 2006
bibtimestamp: 2006.10.09 06:35:49 MDT
subject: Cosmogony; Cosmology
acknowledgement: ack-nhfb
rawauthor: John David North
rawtitle: The measure of the universe: a history of modern cosmology
entry:
@Book{North:1965:MUH,
  author =       "John David North",
  title =        "The measure of the universe: a history of modern
                 cosmology",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "xxviii + 436",
  year =         "1965",
  LCCN =         "QB981 .N77",
  bibdate =      "Mon Oct 9 06:35:49 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/bibnet/authors/d/dirac-p-a-m.bib;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Cosmogony; Cosmology",
}


bibtype: book
filename: einstein.bib
label: Rindler:1966:SRC
author: Wolfgang Rindler
title: Special relativity
volume: 23
publisher: pub-OLIVER-BOYD
address: pub-OLIVER-BOYD:adr
edition: Second
pages: xii + 196
year: 1966
LCCN: QC6 .R48 1966
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
series: University mathematical texts
subject: Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Special relativity
entry:
@Book{Rindler:1966:SRC,
  author =       "Wolfgang Rindler",
  title =        "Special relativity",
  volume =       "23",
  publisher =    pub-OLIVER-BOYD,
  address =      pub-OLIVER-BOYD:adr,
  edition =      "Second",
  pages =        "xii + 196",
  year =         "1966",
  LCCN =         "QC6 .R48 1966",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "University mathematical texts",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Taylor:1966:SP
author: Edwin F. Taylor and John Archibald Wheeler
title: Spacetime physics
publisher: pub-W-H-FREEMAN
address: pub-W-H-FREEMAN:adr
pages: 208
year: 1966
LCCN: QC6 .T35
bibdate: Wed Jun 6 08:25:49 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:25:49 MDT
series: A Series of books in physics
subject: Relativity (Physics); Space and time
acknowledgement: ack-nhfb
rawauthor: Edwin F. Taylor and John Archibald Wheeler
rawtitle: Spacetime physics
entry:
@Book{Taylor:1966:SP,
  author =       "Edwin F. Taylor and John Archibald Wheeler",
  title =        "Spacetime physics",
  publisher =    pub-W-H-FREEMAN,
  address =      pub-W-H-FREEMAN:adr,
  pages =        "208",
  year =         "1966",
  LCCN =         "QC6 .T35",
  bibdate =      "Wed Jun 6 08:25:49 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "A Series of books in physics",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics); Space and time",
}


bibtype: book
filename: einstein.bib
label: Rindler:1969:ERS
author: Wolfgang Rindler
title: Essential relativity; special, general, and cosmological
publisher: pub-VAN-NOSTRAND-REINHOLD
address: pub-VAN-NOSTRAND-REINHOLD:adr
pages: xi + 319
year: 1969
LCCN: QC6 .R477
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
subject: Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Essential relativity; special, general, and cosmological
entry:
@Book{Rindler:1969:ERS,
  author =       "Wolfgang Rindler",
  title =        "Essential relativity; special, general, and
                 cosmological",
  publisher =    pub-VAN-NOSTRAND-REINHOLD,
  address =      pub-VAN-NOSTRAND-REINHOLD:adr,
  pages =        "xi + 319",
  year =         "1969",
  LCCN =         "QC6 .R477",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Singh:1970:GIT
author: Jagjit Singh
title: Great ideas and theories of modern cosmology
publisher: pub-DOVER
address: pub-DOVER:adr
edition: Revised and enlarged
pages: 416
year: 1970
ISBN: 0-486-20925-3 OR 0486209253
ISBN13: 978-0-486-20925-8 OR 9780486209258
LCCN: BD511 .S5 1970b
bibdate: Mon Oct 9 06:38:55 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 06:38:55 MDT
remark: Harmondsworth edition (Penguin) has title: em Modern cosmology.
subject: Cosmology
acknowledgement: ack-nhfb
rawauthor: Jagjit Singh
rawtitle: Great ideas and theories of modern cosmology
entry:
@Book{Singh:1970:GIT,
  author =       "Jagjit Singh",
  title =        "Great ideas and theories of modern cosmology",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  edition =      "Revised and enlarged",
  pages =        "416",
  year =         "1970",
  ISBN =         "0-486-20925-3",
  ISBN-13 =      "978-0-486-20925-8",
  LCCN =         "BD511 .S5 1970b",
  bibdate =      "Mon Oct 9 06:38:55 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  remark =       "Harmondsworth edition (Penguin) has title: {\em Modern
                 cosmology}.",
  subject =      "Cosmology",
}


bibtype: book
filename: einstein.bib
label: Singh:1970:MC
author: Jagjit Singh
title: Modern cosmology
publisher: pub-PENGUIN
address: pub-PENGUIN:adr
edition: Revised
pages: 416 + 12
year: 1970
ISBN: 0-14-021060-1 OR 0140210601
ISBN13: 978-0-14-021060-6 OR 9780140210606
LCCN: BD511 .S5 1970
bibdate: Mon Oct 9 06:38:55 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 06:38:55 MDT
series: Pelican books
subject: Cosmology
acknowledgement: ack-nhfb
rawauthor: Jagjit Singh
rawtitle: Modern cosmology
remark:
American edition (New York, Dover Publications) has title: Great ideas and theories of modern cosmology.

entry:
@Book{Singh:1970:MC,
  author =       "Jagjit Singh",
  title =        "Modern cosmology",
  publisher =    pub-PENGUIN,
  address =      pub-PENGUIN:adr,
  edition =      "Revised",
  pages =        "416 + 12",
  year =         "1970",
  ISBN =         "0-14-021060-1",
  ISBN-13 =      "978-0-14-021060-6",
  LCCN =         "BD511 .S5 1970",
  bibdate =      "Mon Oct 9 06:38:55 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Pelican books",
  acknowledgement = ack-nhfb,
  remark =       "American edition (New York, Dover Publications) has
                 title: Great ideas and theories of modern cosmology.",
  subject =      "Cosmology",
}


bibtype: book
filename: einstein.bib
label: Graves:1971:CFC
author: John Cowperthwaite Graves
title: The Conceptual Foundations of Contemporary Relativity Theory
publisher: pub-MIT
address: pub-MIT:adr
pages: ix + 361
year: 1971
ISBN: 0-262-07040-5 OR 0262070405
ISBN13: 978-0-262-07040-9 OR 9780262070409
LCCN: QC6 .G687
bibdate: Wed Dec 24 14:05:17 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:05:17 MST
note: Foreword by John Archibald Wheeler.
subject: Relativity (Physics); Science; Philosophy
acknowledgement: ack-nhfb
rawauthor: John Cowperthwaite Graves
rawnote: Foreword by John Archibald Wheeler.
rawtitle: The Conceptual Foundations of Contemporary {Relativity Theory}
entry:
@Book{Graves:1971:CFC,
  author =       "John Cowperthwaite Graves",
  title =        "The Conceptual Foundations of Contemporary {Relativity
                 Theory}",
  publisher =    pub-MIT,
  address =      pub-MIT:adr,
  pages =        "ix + 361",
  year =         "1971",
  ISBN =         "0-262-07040-5",
  ISBN-13 =      "978-0-262-07040-9",
  LCCN =         "QC6 .G687",
  bibdate =      "Wed Dec 24 14:05:17 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  note =         "Foreword by John Archibald Wheeler.",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics); Science; Philosophy",
}


bibtype: book
filename: einstein.bib
label: Treder:1971:GAL
editor: Hans-Jurgen Treder
volume: 26
publisher: pub-AKADEMIE-VERLAG
address: pub-AKADEMIE-VERLAG:adr
pages: viii + 122
year: 1971
bibdate: Thu Sep 15 19:08:02 MDT 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.gbv.de:20011/gvk
bibtimestamp: 2011.09.15 19:08:02 MDT
series: Mathematische Lehrbucher und Monographien Abt. 2, Mathematische Monographien
language: German
acknowledgement: ack-nhfb
raweditor: Hans-J{\"u}rgen Treder
title:
Gravitationstheorie und Aquivalenzprinzip: Lorentz-Gruppe, Einstein-Gruppe und Raumstruktur. (German) [Gravitational theory and the Principle of Equivalence: Lorentz Group, Einstein Group, and the structure of space]

rawtitle:
{Gravitationstheorie und {\"A}quivalenzprinzip: Lorentz-Gruppe, Einstein-Gruppe und Raumstruktur}. ({German}) [{Gravitational} theory and the {Principle of Equivalence}: {Lorentz} Group, {Einstein} Group, and the structure of space]

entry:
@Book{Treder:1971:GAL,
  editor =       "Hans-J{\"u}rgen Treder",
  title =        "{Gravitationstheorie und {\"A}quivalenzprinzip:
                 Lorentz-Gruppe, Einstein-Gruppe und Raumstruktur}.
                 ({German}) [{Gravitational} theory and the {Principle
                 of Equivalence}: {Lorentz} Group, {Einstein} Group, and
                 the structure of space]",
  volume =       "26",
  publisher =    pub-AKADEMIE-VERLAG,
  address =      pub-AKADEMIE-VERLAG:adr,
  pages =        "viii + 122",
  year =         "1971",
  LCCN =         "????",
  bibdate =      "Thu Sep 15 19:08:02 MDT 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.gbv.de:20011/gvk",
  series =       "Mathematische Lehrb{\"u}cher und Monographien Abt. 2,
                 Mathematische Monographien",
  acknowledgement = ack-nhfb,
  language =     "German",
}


bibtype: book
filename: einstein.bib
label: Synge:1972:GRP
editor: J. L. (John Lighton) Synge and L. (Lochlainn) O'Raifeartaigh, ed
title: General relativity; papers in honour of J. L. Synge
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: ix + 277
year: 1972
ISBN: 0-19-851126-4 OR 0198511264
ISBN13: 978-0-19-851126-7 OR 9780198511267
LCCN: QC6 .G358
bibdate: Wed Jun 8 14:42:43 MDT 2011
bibtimestamp: 2011.06.08 14:42:43 MDT
note: Edited for the Royal Irish Academy by L. O'Raifeartaigh.
subject: Relativity (Physics); Synge, J. L. (John Lighton)
acknowledgement: ack-nhfb
subjectdates: 1897--
raweditor: J. L. (John Lighton) Synge and L. (Lochlainn) {O'Raifeartaigh, ed}
rawnote: Edited for the Royal Irish Academy by L. O'Raifeartaigh.
rawtitle: General relativity; papers in honour of {J. L. Synge}
bibsource:
https://www.math.utah.edu/pub/bibnet/authors/l/lanczos-cornelius.bib; https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager

TOC:
Lanczos, C. / Einstein's path from special to general relativity Balazs, N. L. / The acceptability of physical theories: Poincare versus Einstein Ellis, G. F. R. / Global and non-global problems in cosmology, by G. F. R. Ellis and D. W. Sciama Ehlers, J. The geometry of free fall and light propagation, by J. Ehlers, F. A. E. Pirani and A. Schild / Trautman, A. / Invariance of Lagrangian systems Penrose, R. / The geometry of impulsive gravitational waves Exact solutions of the Einstein--Maxwell equations for an accelerated charge Taub, A. H. / Plane-symmetric similarity solutions for self-gravitating fluids Robinson, I. / Equations of motion in the linear approximation, by I. Robinson and J. R. Robinson Florides, P. W. / Rotating bodies in General Relativity Chandrasekhar, S. / A limiting case of relativistic equilibrium Israel, W. / The relativistic Boltzmann equation Thompson, W. B. / The self-consistent test-particle approach to relativistic kinetic theory

rawTOC:
Lanczos, C. / Einstein's path from special to general relativity \\ Balazs, N. L. / The acceptability of physical theories: Poincar{\'e} versus Einstein \\ Ellis, G. F. R. / Global and non-global problems in cosmology, by G. F. R. Ellis and D. W. Sciama \\ Ehlers, J. The geometry of free fall and light propagation, by J. Ehlers, F. A. E. Pirani and A. Schild / \\ Trautman, A. / Invariance of Lagrangian systems \\ Penrose, R. / The geometry of impulsive gravitational waves \\ Exact solutions of the Einstein--Maxwell equations for an accelerated charge \\ Taub, A. H. / Plane-symmetric similarity solutions for self-gravitating fluids \\ Robinson, I. / Equations of motion in the linear approximation, by I. Robinson and J. R. Robinson \\ Florides, P. W. / Rotating bodies in General Relativity \\ Chandrasekhar, S. / A limiting case of relativistic equilibrium \\ Israel, W. / The relativistic Boltzmann equation \\ Thompson, W. B. / The self-consistent test-particle approach to relativistic kinetic theory

entry:
@Book{Synge:1972:GRP,
  editor =       "J. L. (John Lighton) Synge and L. (Lochlainn)
                 {O'Raifeartaigh, ed}",
  title =        "General relativity; papers in honour of {J. L.
                 Synge}",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "ix + 277",
  year =         "1972",
  ISBN =         "0-19-851126-4",
  ISBN-13 =      "978-0-19-851126-7",
  LCCN =         "QC6 .G358",
  bibdate =      "Wed Jun 8 14:42:43 MDT 2011",
  bibsource =    "https://www.math.utah.edu/pub/bibnet/authors/l/lanczos-cornelius.bib;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  note =         "Edited for the Royal Irish Academy by L.
                 O'Raifeartaigh.",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics); Synge, J. L. (John Lighton)",
  subject-dates = "1897--",
  tableofcontents = "Lanczos, C. / Einstein's path from special to
                 general relativity \\
                 Balazs, N. L. / The acceptability of physical theories:
                 Poincar{\'e} versus Einstein \\
                 Ellis, G. F. R. / Global and non-global problems in
                 cosmology, by G. F. R. Ellis and D. W. Sciama \\
                 Ehlers, J. The geometry of free fall and light
                 propagation, by J. Ehlers, F. A. E. Pirani and A.
                 Schild / \\
                 Trautman, A. / Invariance of Lagrangian systems \\
                 Penrose, R. / The geometry of impulsive gravitational
                 waves \\
                 Exact solutions of the Einstein--Maxwell equations for
                 an accelerated charge \\
                 Taub, A. H. / Plane-symmetric similarity solutions for
                 self-gravitating fluids \\
                 Robinson, I. / Equations of motion in the linear
                 approximation, by I. Robinson and J. R. Robinson \\
                 Florides, P. W. / Rotating bodies in General Relativity
                 \\
                 Chandrasekhar, S. / A limiting case of relativistic
                 equilibrium \\
                 Israel, W. / The relativistic Boltzmann equation \\
                 Thompson, W. B. / The self-consistent test-particle
                 approach to relativistic kinetic theory",
}


bibtype: book
filename: einstein.bib
label: Weinberg:1972:GCP
author: Steven Weinberg
title: Gravitation and cosmology: principles and applications of the General Theory of Relativity
publisher: pub-WILEY
address: pub-WILEY:adr
pages: xxviii + 657
year: 1972
ISBN: 0-471-92567-5 OR 0471925675
ISBN13: 978-0-471-92567-5 OR 9780471925675
LCCN: QC6 .W47
bibdate: Mon Oct 9 06:41:47 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 06:41:47 MDT
URL: http://www.loc.gov/catdir/toc/onix04/78037175.html
subject: General Relativity (physics); Gravitation; Cosmology
acknowledgement: ack-nhfb
rawauthor: Steven Weinberg
rawtitle: Gravitation and cosmology: principles and applications of the {General Theory of Relativity}
entry:
@Book{Weinberg:1972:GCP,
  author =       "Steven Weinberg",
  title =        "Gravitation and cosmology: principles and applications
                 of the {General Theory of Relativity}",
  publisher =    pub-WILEY,
  address =      pub-WILEY:adr,
  pages =        "xxviii + 657",
  year =         "1972",
  ISBN =         "0-471-92567-5",
  ISBN-13 =      "978-0-471-92567-5",
  LCCN =         "QC6 .W47",
  bibdate =      "Mon Oct 9 06:41:47 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/toc/onix04/78037175.html",
  acknowledgement = ack-nhfb,
  subject =      "General Relativity (physics); Gravitation; Cosmology",
}


bibtype: book
filename: einstein.bib
label: Misner:1973:GCC
author: Charles W. Misner and Kip S. Thorne and John Archibald Wheeler
title: Gravitation
publisher: pub-W-H-FREEMAN
address: pub-W-H-FREEMAN:adr
pages: xxvi + 1279
year: 1973
ISBN: 0-7167-0334-3, 0-7167-0344-0 (paperback) OR 0716703343, 0716703440 (paperback)
ISBN13: 978-0-7167-0334-1, 978-0-7167-0344-0 (paperback) OR 9780716703341, 9780716703440 (paperback)
LCCN: QC178 .M57
bibdate: Wed Nov 23 11:16:25 MST 2005
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2005.11.23 11:16:25 MST
subject: Gravitation; Astrophysics; General Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Charles W. Misner and Kip S. Thorne and John Archibald Wheeler
rawtitle: Gravitation
entry:
@Book{Misner:1973:GCC,
  author =       "Charles W. Misner and Kip S. Thorne and John Archibald
                 Wheeler",
  title =        "Gravitation",
  publisher =    pub-W-H-FREEMAN,
  address =      pub-W-H-FREEMAN:adr,
  pages =        "xxvi + 1279",
  year =         "1973",
  ISBN =         "0-7167-0334-3, 0-7167-0344-0 (paperback)",
  ISBN-13 =      "978-0-7167-0334-1, 978-0-7167-0344-0 (paperback)",
  LCCN =         "QC178 .M57",
  bibdate =      "Wed Nov 23 11:16:25 MST 2005",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Gravitation; Astrophysics; General Relativity
                 (Physics)",
}


bibtype: book
filename: einstein.bib
label: Dirac:1975:GTR
author: P. A. M. (Paul Adrien Maurice) Dirac
title: General Theory of Relativity
publisher: pub-WILEY
address: pub-WILEY:adr
pages: viii + 69
year: 1975
ISBN: 0-471-21575-9 OR 0471215759
ISBN13: 978-0-471-21575-2 OR 9780471215752
LCCN: QC173.6 .D57
bibdate: Wed Dec 24 13:29:26 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:29:26 MST
subject: General relativity (Physics)
acknowledgement: ack-nhfb
authordates: 1902--1984
rawauthor: P. A. M. (Paul Adrien Maurice) Dirac
rawtitle: {General Theory of Relativity}
remark:
A Wiley-Interscience publication. Based on a course of lectures given at Florida State University, Physics Department.

entry:
@Book{Dirac:1975:GTR,
  author =       "P. A. M. (Paul Adrien Maurice) Dirac",
  title =        "{General Theory of Relativity}",
  publisher =    pub-WILEY,
  address =      pub-WILEY:adr,
  pages =        "viii + 69",
  year =         "1975",
  ISBN =         "0-471-21575-9",
  ISBN-13 =      "978-0-471-21575-2",
  LCCN =         "QC173.6 .D57",
  bibdate =      "Wed Dec 24 13:29:26 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  author-dates = "1902--1984",
  remark =       "A Wiley-Interscience publication. Based on a course of
                 lectures given at Florida State University, Physics
                 Department.",
  subject =      "General relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Bergmann:1976:ITR
author: Peter Gabriel Bergmann
title: Introduction to the Theory of Relativity
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xii + 307
year: 1976
ISBN: 0-486-63282-2 OR 0486632822
ISBN13: 978-0-486-63282-7 OR 9780486632827
LCCN: QC173.55 .B47 1976
bibdate: Mon Dec 29 14:52:07 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.29 14:52:07 MST
URL: http://www.loc.gov/catdir/description/dover031/75032903.html
subject: Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Peter Gabriel Bergmann
rawtitle: Introduction to the {Theory of Relativity}
entry:
@Book{Bergmann:1976:ITR,
  author =       "Peter Gabriel Bergmann",
  title =        "Introduction to the {Theory of Relativity}",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xii + 307",
  year =         "1976",
  ISBN =         "0-486-63282-2",
  ISBN-13 =      "978-0-486-63282-7",
  LCCN =         "QC173.55 .B47 1976",
  bibdate =      "Mon Dec 29 14:52:07 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/dover031/75032903.html",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Ohanian:1976:GS
author: Hans C. Ohanian
title: Gravitation and spacetime
publisher: pub-NORTON
address: pub-NORTON:adr
pages: xiv + 461
year: 1976
ISBN: 0-393-09198-8 OR 0393091988
ISBN13: 978-0-393-09198-4 OR 9780393091984
LCCN: QC178 .O35
bibdate: Wed Dec 24 14:11:47 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:47 MST
subject: Gravitation; Space and time
acknowledgement: ack-nhfb
rawauthor: Hans C. Ohanian
rawtitle: Gravitation and spacetime
entry:
@Book{Ohanian:1976:GS,
  author =       "Hans C. Ohanian",
  title =        "Gravitation and spacetime",
  publisher =    pub-NORTON,
  address =      pub-NORTON:adr,
  pages =        "xiv + 461",
  year =         "1976",
  ISBN =         "0-393-09198-8",
  ISBN-13 =      "978-0-393-09198-4",
  LCCN =         "QC178 .O35",
  bibdate =      "Wed Dec 24 14:11:47 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Gravitation; Space and time",
}


bibtype: book
filename: einstein.bib
label: Rindler:1977:ERS
author: Wolfgang Rindler
title: Essential relativity: special, general, and cosmological
publisher: pub-SV
address: pub-SV:adr
edition: Second
pages: xiv + 284
year: 1977
ISBN: 0-387-07970-X OR 038707970X
ISBN13: 978-0-387-07970-7 OR 9780387079707
LCCN: QC173.55 .R56 1977
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
series: Texts and monographs in physics
subject: Relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Essential relativity: special, general, and cosmological
entry:
@Book{Rindler:1977:ERS,
  author =       "Wolfgang Rindler",
  title =        "Essential relativity: special, general, and
                 cosmological",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  edition =      "Second",
  pages =        "xiv + 284",
  year =         "1977",
  ISBN =         "0-387-07970-X",
  ISBN-13 =      "978-0-387-07970-7",
  LCCN =         "QC173.55 .R56 1977",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Texts and monographs in physics",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Wald:1977:STG
author: Robert M. Wald
title: Space, time, and gravity: the theory of the big bang and black holes
publisher: pub-U-CHICAGO
address: pub-U-CHICAGO:adr
pages: viii + 131
year: 1977
ISBN: 0-226-87030-8 OR 0226870308
ISBN13: 978-0-226-87030-4 OR 9780226870304
LCCN: QB981 .W24
bibdate: Wed Dec 24 13:51:25 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:51:25 MST
subject: cosmology; big bang theory; black holes (astronomy); space and time; gravitation
acknowledgement: ack-nhfb
rawauthor: Robert M. Wald
rawtitle: Space, time, and gravity: the theory of the big bang and black holes
entry:
@Book{Wald:1977:STG,
  author =       "Robert M. Wald",
  title =        "Space, time, and gravity: the theory of the big bang
                 and black holes",
  publisher =    pub-U-CHICAGO,
  address =      pub-U-CHICAGO:adr,
  pages =        "viii + 131",
  year =         "1977",
  ISBN =         "0-226-87030-8",
  ISBN-13 =      "978-0-226-87030-4",
  LCCN =         "QB981 .W24",
  bibdate =      "Wed Dec 24 13:51:25 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$10.95",
  acknowledgement = ack-nhfb,
  subject =      "cosmology; big bang theory; black holes (astronomy);
                 space and time; gravitation",
}


bibtype: book
filename: einstein.bib
label: Hawking:1979:GRE
editor: S. W. (Stephen W.) Hawking and W. Israel
title: General Relativity: an Einstein centenary survey
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: xviii + 919
year: 1979
ISBN: 0-521-22285-0 OR 0521222850
ISBN13: 978-0-521-22285-3 OR 9780521222853
LCCN: QC173.6 .G46
bibdate: Wed Nov 23 11:20:15 MST 2005
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2005.11.23 11:20:15 MST
subject: General Relativity (physics); Black holes (Astronomy)
acknowledgement: ack-nhfb
raweditor: S. W. (Stephen W.) Hawking and W. Israel
rawtitle: {General Relativity}: an {Einstein} centenary survey
TOC:
1. An introductory survey / S. W. Hawking and W. Israel / 1 1.1 Historical background / 1 1.2 The field equations / 9 1.3 Cosmology / 11 1.4 Gravitational collapse / 15 1.5 Quantum gravity / 21 1.6 Future prospects / 23 2. The confrontation between gravitation theory and experiment / C. M. Will / 24 2.1 Introduction / 24 2.2 Principles of equivalence and the foundations of gravitation theory / 26 2.3 Post-Newtonian gravity in the solar system / 40 2.4 Gravitational radiation as a tool for testing gravitation theory / 62 2.5 Stellar-system tests: the binary pulsar / 70 2.6 Gravitation in the universe: the influence of global structure on local physics / 84 2.7 Summary / 88 3. Gravitational-radiation experiments / O. H. Douglass and V. B. Braginsky / 90 3.1 Introduction / 90 3.2 Characteristics of gravitational radiation / 94 3.3 Sources of gravitational radiation / 97 3.4 Detection of gravitational radiation / 119 3.5 Prospects for the future / 135 4. The initial value problem and the dynamical formulation of general relativity / A. E. Fischer and J. E. Marsden / 138 4.1 Canonical formalism / 140 4.2 The constraint manifold / 158 4.3 The abstract Cauchy problem and hyperbolic equations / 168 4.4 The Cauchy problem for relativity / 183 4.5 Linearization stability of the vacuum Einstein equations / 194 4.6 The space of gravitational degrees of freedom / 202 5. Global structure of spacetimes / R. Geroch and G. T. Horowitz / 212 5.1 Introduction / 212 5.2 What is the topology of our universe? / 217 5.3 Is our universe singular? / 255 5.4 How noticeably singular is our universe? / 269 5.5 Conclusion / 288 5.6 Appendix / 289 6. The general theory of the mechanical, electromagnetic and thermodynamic properties of black holes / B. Carter / 294 6.1 Introduction / 294 6.2 The evolution of the horizon / 302 6.3 Local properties of a stationary horizon / 314 6.4 Energy and angular momentum transport in a black hole background / 328 6.5 Electromagnetic effects in a black hole background space / 336 6.6 The total mass and angular momentum / 352 6.7 Uniqueness and no-hair theorems / 359 7. An introduction to the theory of the Kerr metric and its perturbations / S. Chandrasekhar / 370 7.1 The tetrad formalism / 371 7.2 The Newman Penrose formalism / 375 7.3 Tetrad transformations and related matters / 383 7.4 The Kerr metric and the perturbation problem / 391 7.5 The solution of Maxwell's equations / 404 7.6 Gravitational perturbations / 411 7.7 The solution of Dirac's equation / 425 7.8 The potential barriers round the Kerr black hole and the problem of reflection and transmission / 429 8. Black hole astrophysics / R. D. Blandford and K. S. Thorne / 454 8.1 Introduction / 454 8.2 On the character of research in black hole astrophysics / 457 8.3 Isolated holes produced by collapse of normal stars / 461 8.4 Black holes in binary systems / 469 8.5 Black holes in globular clusters / 481 8.6 Black holes in quasars and galactic nuclei / 485 8.7 Primordial black holes / 494 8.8 Concluding remarks / 502 9. The big bang cosmology enigmas and nostrums / R. H. Dicke and P. J. E. Peebles / 504 9.1 Introduction / 504 9.2 Enigmas / 504 9.3 Nostrums and elixirs / 510 10. Cosmology and the early universe / Ya B. Zel'dovich / 518 10.1 Introduction / 518 10.2 The average matter density in the universe / 520 10.3 The lepton era / 522 10.4 The hadron era / 523 10.5 The quantum era and its effect / 526 11. Anisotropic and inhomogeneous relativistic cosmologies / M. A. H. MacCallum / 533 11.1 Introduction / 533 11.2 Spacetime symmetries / 536 11.3 Spatially-homogeneous anisotropic metrics / 542 11.4 Inhomogeneous metrics / 563 11.5 Physics of the models / 570 11.6 Constraints and inferences / 576 12. Singularities and time-asymmetry / R. Penrose / 581 12.1 Introduction / 581 12.2 Statement of the problem / 582 12.3 Singularities: the key? / 611 12.4 Asymmetric physics? / 635 13. Quantum field theory in curved spacetime / G. W. Gibbons / 639 13.1 Introduction / 639 13.2 Basic notions / 640 13.3 Applications / 663 13.4 Conclusion / 679 14. Quantum gravity: the new synthesis / B. S. DeWitt / 680 14.1 Introduction / 680 14.2 The quantum ether / 683 14.3 The back reaction / 698 14.4 The one-loop approximation / 702 14.5 The full quantum theory / 720 14.6 Conclusion / 743 15. The path-integral approach to quantum gravity / S. W. Hawking / 746 15.1 Introduction / 746 15.2 The action / 749 15.3 Complex spacetime / 752 15.4 The indefiniteness of the gravitational action / 757 15.5 The stationary-phase approximation / 762 15.6 Zeta function regularization / 766 15.7 The background fields / 771 15.8 Gravitational thermodynamics / 778 15.9 Beyond one loop / 782 15.10 Spacetime foam / 785 16. Ultraviolet divergences in quantum theories of gravitation / S. Weinberg / 790 16.1 Introduction / 790 16.2 Renormalizable theories of gravitation / 792 16.3 Asymptotic safety / 798 16.4 Physics at ordinary energies / 809 16.5 Dimensional continuation / 814 16.6 Gravity in $2 + epsilon $ dimensions / 822 16.7 Appendix. Calculation of $b$ / 828 References / 833 Index / 903--919

rawTOC:
1. An introductory survey / S. W. Hawking and W. Israel / 1 \\ 1.1 Historical background / 1 \\ 1.2 The field equations / 9 \\ 1.3 Cosmology / 11 \\ 1.4 Gravitational collapse / 15 \\ 1.5 Quantum gravity / 21 \\ 1.6 Future prospects / 23 \\ 2. The confrontation between gravitation theory and \\ experiment / C. M. Will / 24 \\ 2.1 Introduction / 24 \\ 2.2 Principles of equivalence and the foundations of gravitation theory / 26 \\ 2.3 Post-Newtonian gravity in the solar system / 40 \\ 2.4 Gravitational radiation as a tool for testing gravitation theory / 62 \\ 2.5 Stellar-system tests: the binary pulsar / 70 \\ 2.6 Gravitation in the universe: the influence of global structure on local physics / 84 \\ 2.7 Summary / 88 \\ 3. Gravitational-radiation experiments / O. H. Douglass and V. B. Braginsky / 90 \\ 3.1 Introduction / 90 \\ 3.2 Characteristics of gravitational radiation / 94 \\ 3.3 Sources of gravitational radiation / 97 \\ 3.4 Detection of gravitational radiation / 119 \\ 3.5 Prospects for the future / 135 \\ 4. The initial value problem and the dynamical formulation of general relativity / A. E. Fischer and J. E. Marsden / 138 \\ 4.1 Canonical formalism / 140 \\ 4.2 The constraint manifold / 158 \\ 4.3 The abstract Cauchy problem and hyperbolic equations / 168 \\ 4.4 The Cauchy problem for relativity / 183 \\ 4.5 Linearization stability of the vacuum Einstein equations / 194 \\ 4.6 The space of gravitational degrees of freedom / 202 \\ 5. Global structure of spacetimes / R. Geroch and G. T. Horowitz / 212 \\ 5.1 Introduction / 212 \\ 5.2 What is the topology of our universe? / 217 \\ 5.3 Is our universe singular? / 255 \\ 5.4 How noticeably singular is our universe? / 269 \\ 5.5 Conclusion / 288 \\ 5.6 Appendix / 289 \\ 6. The general theory of the mechanical, electromagnetic and thermodynamic properties of black holes / B. Carter / 294 \\ 6.1 Introduction / 294 \\ 6.2 The evolution of the horizon / 302 \\ 6.3 Local properties of a stationary horizon / 314 \\ 6.4 Energy and angular momentum transport in a black hole background / 328 \\ 6.5 Electromagnetic effects in a black hole background space / 336 \\ 6.6 The total mass and angular momentum / 352 \\ 6.7 Uniqueness and no-hair theorems / 359 \\ 7. An introduction to the theory of the Kerr metric and its perturbations / S. Chandrasekhar / 370 \\ 7.1 The tetrad formalism / 371 \\ 7.2 The Newman Penrose formalism / 375 \\ 7.3 Tetrad transformations and related matters / 383 \\ 7.4 The Kerr metric and the perturbation problem / 391 \\ 7.5 The solution of Maxwell's equations / 404 \\ 7.6 Gravitational perturbations / 411 \\ 7.7 The solution of Dirac's equation / 425 \\ 7.8 The potential barriers round the Kerr black hole and the problem of reflection and transmission / 429 \\ 8. Black hole astrophysics / R. D. Blandford and K. S. Thorne / 454 \\ 8.1 Introduction / 454 \\ 8.2 On the character of research in black hole astrophysics / 457 \\ 8.3 Isolated holes produced by collapse of normal stars / 461 \\ 8.4 Black holes in binary systems / 469 \\ 8.5 Black holes in globular clusters / 481 \\ 8.6 Black holes in quasars and galactic nuclei / 485 \\ 8.7 Primordial black holes / 494 \\ 8.8 Concluding remarks / 502 \\ 9. The big bang cosmology enigmas and nostrums / R. H. Dicke and P. J. E. Peebles / 504 \\ 9.1 Introduction / 504 \\ 9.2 Enigmas / 504 \\ 9.3 Nostrums and elixirs / 510 \\ 10. Cosmology and the early universe / Ya B. Zel'dovich / 518 \\ 10.1 Introduction / 518 \\ 10.2 The average matter density in the universe / 520 \\ 10.3 The lepton era / 522 \\ 10.4 The hadron era / 523 \\ 10.5 The quantum era and its effect / 526 \\ 11. Anisotropic and inhomogeneous relativistic cosmologies / M. A. H. MacCallum / 533 \\ 11.1 Introduction / 533 \\ 11.2 Spacetime symmetries / 536 \\ 11.3 Spatially-homogeneous anisotropic metrics / 542 \\ 11.4 Inhomogeneous metrics / 563 \\ 11.5 Physics of the models / 570 \\ 11.6 Constraints and inferences / 576 \\ 12. Singularities and time-asymmetry / R. Penrose / 581 \\ 12.1 Introduction / 581 \\ 12.2 Statement of the problem / 582 \\ 12.3 Singularities: the key? / 611 \\ 12.4 Asymmetric physics? / 635 \\ 13. Quantum field theory in curved spacetime / G. W. Gibbons / 639 \\ 13.1 Introduction / 639 \\ 13.2 Basic notions / 640 \\ 13.3 Applications / 663 \\ 13.4 Conclusion / 679 \\ 14. Quantum gravity: the new synthesis / B. S. DeWitt / 680 \\ 14.1 Introduction / 680 \\ 14.2 The quantum ether / 683 \\ 14.3 The back reaction / 698 \\ 14.4 The one-loop approximation / 702 \\ 14.5 The full quantum theory / 720 \\ 14.6 Conclusion / 743 \\ 15. The path-integral approach to quantum gravity / S. W. Hawking / 746 \\ 15.1 Introduction / 746 \\ 15.2 The action / 749 \\ 15.3 Complex spacetime / 752 \\ 15.4 The indefiniteness of the gravitational action / 757 \\ 15.5 The stationary-phase approximation / 762 \\ 15.6 Zeta function regularization / 766 \\ 15.7 The background fields / 771 \\ 15.8 Gravitational thermodynamics / 778 \\ 15.9 Beyond one loop / 782 \\ 15.10 Spacetime foam / 785 \\ 16. Ultraviolet divergences in quantum theories of gravitation / S. Weinberg / 790 \\ 16.1 Introduction / 790 \\ 16.2 Renormalizable theories of gravitation / 792 \\ 16.3 Asymptotic safety / 798 \\ 16.4 Physics at ordinary energies / 809 \\ 16.5 Dimensional continuation / 814 \\ 16.6 Gravity in $2 + \epsilon$ dimensions / 822 \\ 16.7 Appendix. Calculation of $b$ / 828 \\ References / 833 \\ Index / 903--919

entry:
@Book{Hawking:1979:GRE,
  editor =       "S. W. (Stephen W.) Hawking and W. Israel",
  title =        "{General Relativity}: an {Einstein} centenary survey",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "xviii + 919",
  year =         "1979",
  ISBN =         "0-521-22285-0",
  ISBN-13 =      "978-0-521-22285-3",
  LCCN =         "QC173.6 .G46",
  bibdate =      "Wed Nov 23 11:20:15 MST 2005",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "General Relativity (physics); Black holes
                 (Astronomy)",
  tableofcontents = "1. An introductory survey / S. W. Hawking and W.
                 Israel / 1 \\
                 1.1 Historical background / 1 \\
                 1.2 The field equations / 9 \\
                 1.3 Cosmology / 11 \\
                 1.4 Gravitational collapse / 15 \\
                 1.5 Quantum gravity / 21 \\
                 1.6 Future prospects / 23 \\
                 2. The confrontation between gravitation theory and \\
                 experiment / C. M. Will / 24 \\
                 2.1 Introduction / 24 \\
                 2.2 Principles of equivalence and the foundations of
                 gravitation theory / 26 \\
                 2.3 Post-Newtonian gravity in the solar system / 40 \\
                 2.4 Gravitational radiation as a tool for testing
                 gravitation theory / 62 \\
                 2.5 Stellar-system tests: the binary pulsar / 70 \\
                 2.6 Gravitation in the universe: the influence of
                 global structure on local physics / 84 \\
                 2.7 Summary / 88 \\
                 3. Gravitational-radiation experiments / O. H. Douglass
                 and V. B. Braginsky / 90 \\
                 3.1 Introduction / 90 \\
                 3.2 Characteristics of gravitational radiation / 94 \\
                 3.3 Sources of gravitational radiation / 97 \\
                 3.4 Detection of gravitational radiation / 119 \\
                 3.5 Prospects for the future / 135 \\
                 4. The initial value problem and the dynamical
                 formulation of general relativity / A. E. Fischer and
                 J. E. Marsden / 138 \\
                 4.1 Canonical formalism / 140 \\
                 4.2 The constraint manifold / 158 \\
                 4.3 The abstract Cauchy problem and hyperbolic
                 equations / 168 \\
                 4.4 The Cauchy problem for relativity / 183 \\
                 4.5 Linearization stability of the vacuum Einstein
                 equations / 194 \\
                 4.6 The space of gravitational degrees of freedom / 202
                 \\
                 5. Global structure of spacetimes / R. Geroch and G. T.
                 Horowitz / 212 \\
                 5.1 Introduction / 212 \\
                 5.2 What is the topology of our universe? / 217 \\
                 5.3 Is our universe singular? / 255 \\
                 5.4 How noticeably singular is our universe? / 269 \\
                 5.5 Conclusion / 288 \\
                 5.6 Appendix / 289 \\
                 6. The general theory of the mechanical,
                 electromagnetic and thermodynamic properties of black
                 holes / B. Carter / 294 \\
                 6.1 Introduction / 294 \\
                 6.2 The evolution of the horizon / 302 \\
                 6.3 Local properties of a stationary horizon / 314 \\
                 6.4 Energy and angular momentum transport in a black
                 hole background / 328 \\
                 6.5 Electromagnetic effects in a black hole background
                 space / 336 \\
                 6.6 The total mass and angular momentum / 352 \\
                 6.7 Uniqueness and no-hair theorems / 359 \\
                 7. An introduction to the theory of the Kerr metric and
                 its perturbations / S. Chandrasekhar / 370 \\
                 7.1 The tetrad formalism / 371 \\
                 7.2 The Newman Penrose formalism / 375 \\
                 7.3 Tetrad transformations and related matters / 383
                 \\
                 7.4 The Kerr metric and the perturbation problem / 391
                 \\
                 7.5 The solution of Maxwell's equations / 404 \\
                 7.6 Gravitational perturbations / 411 \\
                 7.7 The solution of Dirac's equation / 425 \\
                 7.8 The potential barriers round the Kerr black hole
                 and the problem of reflection and transmission / 429
                 \\
                 8. Black hole astrophysics / R. D. Blandford and K. S.
                 Thorne / 454 \\
                 8.1 Introduction / 454 \\
                 8.2 On the character of research in black hole
                 astrophysics / 457 \\
                 8.3 Isolated holes produced by collapse of normal stars
                 / 461 \\
                 8.4 Black holes in binary systems / 469 \\
                 8.5 Black holes in globular clusters / 481 \\
                 8.6 Black holes in quasars and galactic nuclei / 485
                 \\
                 8.7 Primordial black holes / 494 \\
                 8.8 Concluding remarks / 502 \\
                 9. The big bang cosmology enigmas and nostrums / R. H.
                 Dicke and P. J. E. Peebles / 504 \\
                 9.1 Introduction / 504 \\
                 9.2 Enigmas / 504 \\
                 9.3 Nostrums and elixirs / 510 \\
                 10. Cosmology and the early universe / Ya B. Zel'dovich
                 / 518 \\
                 10.1 Introduction / 518 \\
                 10.2 The average matter density in the universe / 520
                 \\
                 10.3 The lepton era / 522 \\
                 10.4 The hadron era / 523 \\
                 10.5 The quantum era and its effect / 526 \\
                 11. Anisotropic and inhomogeneous relativistic
                 cosmologies / M. A. H. MacCallum / 533 \\
                 11.1 Introduction / 533 \\
                 11.2 Spacetime symmetries / 536 \\
                 11.3 Spatially-homogeneous anisotropic metrics / 542
                 \\
                 11.4 Inhomogeneous metrics / 563 \\
                 11.5 Physics of the models / 570 \\
                 11.6 Constraints and inferences / 576 \\
                 12. Singularities and time-asymmetry / R. Penrose / 581
                 \\
                 12.1 Introduction / 581 \\
                 12.2 Statement of the problem / 582 \\
                 12.3 Singularities: the key? / 611 \\
                 12.4 Asymmetric physics? / 635 \\
                 13. Quantum field theory in curved spacetime / G. W.
                 Gibbons / 639 \\
                 13.1 Introduction / 639 \\
                 13.2 Basic notions / 640 \\
                 13.3 Applications / 663 \\
                 13.4 Conclusion / 679 \\
                 14. Quantum gravity: the new synthesis / B. S. DeWitt /
                 680 \\
                 14.1 Introduction / 680 \\
                 14.2 The quantum ether / 683 \\
                 14.3 The back reaction / 698 \\
                 14.4 The one-loop approximation / 702 \\
                 14.5 The full quantum theory / 720 \\
                 14.6 Conclusion / 743 \\
                 15. The path-integral approach to quantum gravity / S.
                 W. Hawking / 746 \\
                 15.1 Introduction / 746 \\
                 15.2 The action / 749 \\
                 15.3 Complex spacetime / 752 \\
                 15.4 The indefiniteness of the gravitational action /
                 757 \\
                 15.5 The stationary-phase approximation / 762 \\
                 15.6 Zeta function regularization / 766 \\
                 15.7 The background fields / 771 \\
                 15.8 Gravitational thermodynamics / 778 \\
                 15.9 Beyond one loop / 782 \\
                 15.10 Spacetime foam / 785 \\
                 16. Ultraviolet divergences in quantum theories of
                 gravitation / S. Weinberg / 790 \\
                 16.1 Introduction / 790 \\
                 16.2 Renormalizable theories of gravitation / 792 \\
                 16.3 Asymptotic safety / 798 \\
                 16.4 Physics at ordinary energies / 809 \\
                 16.5 Dimensional continuation / 814 \\
                 16.6 Gravity in $2 + \epsilon$ dimensions / 822 \\
                 16.7 Appendix. Calculation of $b$ / 828 \\
                 References / 833 \\
                 Index / 903--919",
}


bibtype: book
filename: einstein.bib
label: Tauber:1979:AET
editor: Gerald E. Tauber
title: Albert Einstein's Theory of General Relativity: 60 Years of its Influence on Man and the Universe
publisher: pub-CROWN
address: pub-CROWN:adr
pages: 352
year: 1979
ISBN: 0-517-53661-7 OR 0517536617
ISBN13: 978-0-517-53661-2 OR 9780517536612
LCCN: QC173.6 .A4 1979
bibdate: Wed Dec 24 13:07:43 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:07:43 MST
subject: General relativity (Physics); Einstein, Albert; Physicists; Biography
acknowledgement: ack-nhfb
subjectdates: Albert Einstein (1879--1955)
raweditor: Gerald E. Tauber
TOC:
???? Gerald Holton / On Einstein's em Weltbild John Archibald Wheeler / Mercer Street and Other Memories / 182--195 (or 182--184??) ????

rawtitle:
{Albert Einstein}'s Theory of {General Relativity}: 60 Years of its Influence on Man and the Universe

rawTOC:
???? \\ Gerald Holton / On {Einstein}'s {\em Weltbild} \\ John Archibald Wheeler / Mercer Street and Other Memories / 182--195 (or 182--184??)\\ ????

entry:
@Book{Tauber:1979:AET,
  editor =       "Gerald E. Tauber",
  title =        "{Albert Einstein}'s Theory of {General Relativity}: 60
                 Years of its Influence on Man and the Universe",
  publisher =    pub-CROWN,
  address =      pub-CROWN:adr,
  pages =        "352",
  year =         "1979",
  ISBN =         "0-517-53661-7",
  ISBN-13 =      "978-0-517-53661-2",
  LCCN =         "QC173.6 .A4 1979",
  bibdate =      "Wed Dec 24 13:07:43 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "General relativity (Physics); Einstein, Albert;
                 Physicists; Biography",
  subject-dates = "Albert Einstein (1879--1955)",
  tableofcontents = "???? \\
                 Gerald Holton / On {Einstein}'s {\em Weltbild} \\
                 John Archibald Wheeler / Mercer Street and Other
                 Memories / 182--195 (or 182--184??)\\
                 ????",
}


bibtype: book
filename: einstein.bib
label: Miller:1981:AES
author: Arthur I. Miller
publisher: pub-AW
address: pub-AW:adr
pages: xxviii + 466
year: 1981
ISBN: 0-201-04680-6, 0-201-04679-2 (paperback) OR 0201046806, 0201046792 (paperback)
ISBN13: 978-0-201-04680-9, 978-0-201-04679-3 (paperback) OR 9780201046809, 9780201046793 (paperback)
LCCN: QC173.52 .M54
bibdate: Mon Oct 9 06:22:13 MDT 2006
bibtimestamp: 2006.10.09 06:22:13 MDT
subject: Relativity (physics); History; Physics; Einstein, Albert; Physicists; Biography
acknowledgement: ack-nhfb
subjectdates: Albert Einstein (1879--1955)
rawauthor: Arthur I. Miller
title:
Albert Einstein's Special Theory of Relativity: emergence (1905) and early interpretation, 1905--1911

rawtitle:
{Albert Einstein}'s {Special Theory of Relativity}: emergence (1905) and early interpretation, 1905--1911

entry:
@Book{Miller:1981:AES,
  author =       "Arthur I. Miller",
  title =        "{Albert Einstein}'s {Special Theory of Relativity}:
                 emergence (1905) and early interpretation, 1905--1911",
  publisher =    pub-AW,
  address =      pub-AW:adr,
  pages =        "xxviii + 466",
  year =         "1981",
  ISBN =         "0-201-04680-6, 0-201-04679-2 (paperback)",
  ISBN-13 =      "978-0-201-04680-9, 978-0-201-04679-3 (paperback)",
  LCCN =         "QC173.52 .M54",
  bibdate =      "Mon Oct 9 06:22:13 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/jhistastron.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (physics); History; Physics; Einstein,
                 Albert; Physicists; Biography",
  subject-dates = "Albert Einstein (1879--1955)",
}


bibtype: book
filename: einstein.bib
label: Pauli:1981:TR
author: Wolfgang Pauli
title: Theory of Relativity
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xiv + 241
year: 1981
ISBN: 0-486-64152-X OR 048664152X
ISBN13: 978-0-486-64152-2 OR 9780486641522
LCCN: QC173.55 .P3813 1981
bibdate: Mon Dec 29 15:27:06 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2008.12.29 15:27:06 ???
note: Translated from the German cite Pauli:1921:RGT by G. Field.
remark: Pauli wrote this survey of relativity for an encyclopedia article at the age of 21.
acknowledgement: ack-nhfb
authordates: 1900--1958
rawauthor: Wolfgang Pauli
rawnote: Translated from the German \cite{Pauli:1921:RGT} by G. Field.
rawtitle: Theory of {Relativity}
entry:
@Book{Pauli:1981:TR,
  author =       "Wolfgang Pauli",
  title =        "Theory of {Relativity}",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xiv + 241",
  year =         "1981",
  ISBN =         "0-486-64152-X",
  ISBN-13 =      "978-0-486-64152-2",
  LCCN =         "QC173.55 .P3813 1981",
  bibdate =      "Mon Dec 29 15:27:06 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  note =         "Translated from the German \cite{Pauli:1921:RGT} by G.
                 Field.",
  acknowledgement = ack-nhfb,
  author-dates = "1900--1958",
  remark =       "Pauli wrote this survey of relativity for an
                 encyclopedia article at the age of 21.",
}


bibtype: book
filename: einstein.bib
label: Will:1981:TEG
author: Clifford M. Will
title: Theory and experiment in gravitational physics
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: x + 342
year: 1981
LCCN: QC178 .W47
bibdate: Tue Sep 9 07:20:34 MDT 2014
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2014.09.09 07:20:34 MDT
subject: Gravitation
acknowledgement: ack-nhfb
authordates: 1946--
rawauthor: Clifford M. Will
rawtitle: Theory and experiment in gravitational physics
ISBN:
0-521-23237-6 (hardcover), 0-521-31710-X (paperback) OR 0521232376 (hardcover), 052131710X (paperback)

ISBN13:
978-0-521-23237-1 (hardcover), 978-0-521-31710-8 (paperback) OR 9780521232371 (hardcover), 9780521317108 (paperback)

URL:
http://www.loc.gov/catdir/description/cam031/80039642.html; http://www.loc.gov/catdir/enhancements/fy1106/80039642-t.html

entry:
@Book{Will:1981:TEG,
  author =       "Clifford M. Will",
  title =        "Theory and experiment in gravitational physics",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "x + 342",
  year =         "1981",
  ISBN =         "0-521-23237-6 (hardcover), 0-521-31710-X (paperback)",
  ISBN-13 =      "978-0-521-23237-1 (hardcover), 978-0-521-31710-8
                 (paperback)",
  LCCN =         "QC178 .W47",
  bibdate =      "Tue Sep 9 07:20:34 MDT 2014",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/cam031/80039642.html;
                 http://www.loc.gov/catdir/enhancements/fy1106/80039642-t.html",
  acknowledgement = ack-nhfb,
  author-dates = "1946--",
  subject =      "Gravitation",
}


bibtype: article
filename: einstein.bib
label: Adler:1982:EGS
author: Stephen L. Adler
title: Einstein gravity as a symmetry-breaking effect in quantum field theory
journal: j-REV-MOD-PHYS
volume: 54
number: 3
pages: 729--766
month: jul
monthnumber: 7
year: 1982
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.54.729
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:37:12 MDT 2012
bibtimestamp: 2012.05.22 16:37:12 MDT
note: See erratum cite Adler:1983:EEG.
URL: http://link.aps.org/doi/10.1103/RevModPhys.54.729; http://rmp.aps.org/abstract/RMP/v54/i3/p729_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Stephen L. Adler
rawnote: See erratum \cite{Adler:1983:EEG}.
rawtitle: {Einstein} gravity as a symmetry-breaking effect in quantum field theory
bibsource:
http://rmp.aps.org/toc/RMP/v54/i3; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1980.bib

entry:
@Article{Adler:1982:EGS,
  author =       "Stephen L. Adler",
  title =        "{Einstein} gravity as a symmetry-breaking effect in
                 quantum field theory",
  journal =      j-REV-MOD-PHYS,
  volume =       "54",
  number =       "3",
  pages =        "729--766",
  month =        jul,
  year =         "1982",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.54.729",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:37:12 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v54/i3;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1980.bib",
  note =         "See erratum \cite{Adler:1983:EEG}.",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.54.729;
                 http://rmp.aps.org/abstract/RMP/v54/i3/p729_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: book
filename: einstein.bib
label: Rindler:1982:ISR
author: Wolfgang Rindler
title: Introduction to special relativity
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: x + 185
year: 1982
LCCN: QC173.65 .R56 1982
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
subject: Special relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Introduction to special relativity
ISBN:
0-19-853182-6 (paperback), 0-19-853181-8 (paperback) OR 0198531826 (paperback), 0198531818 (paperback)

ISBN13:
978-0-19-853182-1 (paperback), 978-0-19-853181-4 (paperback) OR 9780198531821 (paperback), 9780198531814 (paperback)

entry:
@Book{Rindler:1982:ISR,
  author =       "Wolfgang Rindler",
  title =        "Introduction to special relativity",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "x + 185",
  year =         "1982",
  ISBN =         "0-19-853182-6 (paperback), 0-19-853181-8 (paperback)",
  ISBN-13 =      "978-0-19-853182-1 (paperback), 978-0-19-853181-4
                 (paperback)",
  LCCN =         "QC173.65 .R56 1982",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$12.95; US\$29.50",
  acknowledgement = ack-nhfb,
  subject =      "Special relativity (Physics)",
}


bibtype: article
filename: einstein.bib
label: Adler:1983:EEG
author: Stephen L. Adler
title: Erratum: Einstein gravity as a symmetry-breaking effect in quantum field theory
journal: j-REV-MOD-PHYS
volume: 55
number: 3
pages: 837--837
month: jul
monthnumber: 7
year: 1983
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.55.837
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:37:12 MDT 2012
bibtimestamp: 2012.05.22 16:37:12 MDT
note: See cite Adler:1982:EGS.
URL: http://link.aps.org/doi/10.1103/RevModPhys.55.837; http://rmp.aps.org/abstract/RMP/v55/i3/p837_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Stephen L. Adler
rawnote: See \cite{Adler:1982:EGS}.
rawtitle: Erratum: {Einstein gravity as a symmetry-breaking effect in quantum field theory}
bibsource:
http://rmp.aps.org/toc/RMP/v55/i3; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1980.bib

entry:
@Article{Adler:1983:EEG,
  author =       "Stephen L. Adler",
  title =        "Erratum: {Einstein gravity as a symmetry-breaking
                 effect in quantum field theory}",
  journal =      j-REV-MOD-PHYS,
  volume =       "55",
  number =       "3",
  pages =        "837--837",
  month =        jul,
  year =         "1983",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.55.837",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:37:12 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v55/i3;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1980.bib",
  note =         "See \cite{Adler:1982:EGS}.",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.55.837;
                 http://rmp.aps.org/abstract/RMP/v55/i3/p837_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: book
filename: einstein.bib
label: Penrose:1984:SST
author: Roger Penrose and Wolfgang Rindler
title: Spinors and space--time
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: x + 458
year: 1984/1986
ISBN: 0-521-24527-3 (vol. 1.), 0-521-25267-9 (vol. 2) OR 0521245273 (vol. 1.), 0521252679 (vol. 2)
LCCN: QC20.7.S65 P46 1984
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
series: Cambridge monographs on mathematical physics
subject: Spinor analysis; Space and time; Geometry, Differential; Mathematical physics
acknowledgement: ack-nhfb
rawauthor: Roger Penrose and Wolfgang Rindler
rawtitle: Spinors and space--time
ISBN13:
978-0-521-24527-2 (vol. 1.), 978-0-521-25267-6 (vol. 2) OR 9780521245272 (vol. 1.), 9780521252676 (vol. 2)

URL:
http://www.loc.gov/catdir/description/cam022/82019861.html; http://www.loc.gov/catdir/samples/cam031/82019861.html; http://www.loc.gov/catdir/toc/cam022/82019861.html

remark:
Volume 1. Two-spinor calculus and relativistic fields. Volume 2. Spinor and twistor methods in space--time geometry

entry:
@Book{Penrose:1984:SST,
  author =       "Roger Penrose and Wolfgang Rindler",
  title =        "Spinors and space--time",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "x + 458",
  year =         "1984/1986",
  ISBN =         "0-521-24527-3 (vol. 1.), 0-521-25267-9 (vol. 2)",
  ISBN-13 =      "978-0-521-24527-2 (vol. 1.), 978-0-521-25267-6 (vol.
                 2)",
  LCCN =         "QC20.7.S65 P46 1984",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Cambridge monographs on mathematical physics",
  URL =          "http://www.loc.gov/catdir/description/cam022/82019861.html;
                 http://www.loc.gov/catdir/samples/cam031/82019861.html;
                 http://www.loc.gov/catdir/toc/cam022/82019861.html",
  acknowledgement = ack-nhfb,
  remark =       "Volume 1. Two-spinor calculus and relativistic fields.
                 Volume 2. Spinor and twistor methods in space--time
                 geometry",
  subject =      "Spinor analysis; Space and time; Geometry,
                 Differential; Mathematical physics",
}


bibtype: book
filename: einstein.bib
label: Wald:1984:GR
author: Robert M. Wald
title: General Relativity
publisher: pub-U-CHICAGO
address: pub-U-CHICAGO:adr
pages: xiii + 491
year: 1984
ISBN: 0-226-87032-4, 0-226-87033-2 (paperback) OR 0226870324, 0226870332 (paperback)
ISBN13: 978-0-226-87032-8, 978-0-226-87033-5 (paperback) OR 9780226870328, 9780226870335 (paperback)
LCCN: QC173.6 .W35 1984
bibdate: Wed Dec 24 13:47:26 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:47:26 MST
subject: General relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Robert M. Wald
rawtitle: General Relativity
URL:
http://www.loc.gov/catdir/description/uchi051/83017969.html; http://www.loc.gov/catdir/enhancements/fy0609/83017969-b.html; http://www.loc.gov/catdir/toc/uchi051/83017969.html

entry:
@Book{Wald:1984:GR,
  author =       "Robert M. Wald",
  title =        "General Relativity",
  publisher =    pub-U-CHICAGO,
  address =      pub-U-CHICAGO:adr,
  pages =        "xiii + 491",
  year =         "1984",
  ISBN =         "0-226-87032-4, 0-226-87033-2 (paperback)",
  ISBN-13 =      "978-0-226-87032-8, 978-0-226-87033-5 (paperback)",
  LCCN =         "QC173.6 .W35 1984",
  bibdate =      "Wed Dec 24 13:47:26 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/uchi051/83017969.html;
                 http://www.loc.gov/catdir/enhancements/fy0609/83017969-b.html;
                 http://www.loc.gov/catdir/toc/uchi051/83017969.html",
  acknowledgement = ack-nhfb,
  subject =      "General relativity (Physics)",
}


bibtype: book
filename: einstein.bib
label: Schutz:1985:FCG
author: Bernard F. Schutz
title: A First Course in General Relativity
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: xiv + 376
year: 1985
DOI: https://doi.org/10.2277/0521277035
ISBN: 0-521-25770-0, 0-521-27703-5 (paperback) OR 0521257700, 0521277035 (paperback)
ISBN13: 978-0-521-25770-1, 978-0-521-27703-7 (paperback) OR 9780521257701, 9780521277037 (paperback)
LCCN: QC173.6 .S38 1985
bibdate: Wed Dec 24 13:35:03 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:35:03 MST
subject: General relativity (Physics); Astrophysics
acknowledgement: ack-nhfb
rawauthor: Bernard F. Schutz
rawtitle: A First Course in General Relativity
URL:
http://www.loc.gov/catdir/description/cam022/83023205.html; http://www.loc.gov/catdir/enhancements/fy0729/83023205-b.html; http://www.loc.gov/catdir/toc/cam028/83023205.html

TOC:
Preface 1. Special relativity 2. Vector analysis in special relativity 3. Tensor analysis in special relativity 4. Perfect fluids in special relativity 5. Preface to curvature 6. Curved manifolds 7. Physics in a curved spacetime 8. The Einstein field equations 9. Gravitational radiation 10. Spherical solutions for stars 11. Schwarzschild geometry and black holes 12. Cosmology Appendices References Index

rawTOC:
Preface\\ 1. Special relativity\\ 2. Vector analysis in special relativity\\ 3. Tensor analysis in special relativity\\ 4. Perfect fluids in special relativity\\ 5. Preface to curvature\\ 6. Curved manifolds\\ 7. Physics in a curved spacetime\\ 8. The Einstein field equations\\ 9. Gravitational radiation\\ 10. Spherical solutions for stars\\ 11. Schwarzschild geometry and black holes\\ 12. Cosmology\\ Appendices\\ References\\ Index

entry:
@Book{Schutz:1985:FCG,
  author =       "Bernard F. Schutz",
  title =        "A First Course in General Relativity",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "xiv + 376",
  year =         "1985",
  DOI =          "https://doi.org/10.2277/0521277035",
  ISBN =         "0-521-25770-0, 0-521-27703-5 (paperback)",
  ISBN-13 =      "978-0-521-25770-1, 978-0-521-27703-7 (paperback)",
  LCCN =         "QC173.6 .S38 1985",
  bibdate =      "Wed Dec 24 13:35:03 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/cam022/83023205.html;
                 http://www.loc.gov/catdir/enhancements/fy0729/83023205-b.html;
                 http://www.loc.gov/catdir/toc/cam028/83023205.html",
  acknowledgement = ack-nhfb,
  subject =      "General relativity (Physics); Astrophysics",
  tableofcontents = "Preface\\
                 1. Special relativity\\
                 2. Vector analysis in special relativity\\
                 3. Tensor analysis in special relativity\\
                 4. Perfect fluids in special relativity\\
                 5. Preface to curvature\\
                 6. Curved manifolds\\
                 7. Physics in a curved spacetime\\
                 8. The Einstein field equations\\
                 9. Gravitational radiation\\
                 10. Spherical solutions for stars\\
                 11. Schwarzschild geometry and black holes\\
                 12. Cosmology\\
                 Appendices\\
                 References\\
                 Index",
}


bibtype: book
filename: einstein.bib
label: Sklar:1985:PSP
author: Lawrence Sklar
title: Philosophy and spacetime physics
publisher: pub-U-CALIFORNIA-PRESS
address: pub-U-CALIFORNIA-PRESS:adr
pages: x + 335
year: 1985
ISBN: 0-520-05374-5 OR 0520053745
ISBN13: 978-0-520-05374-8 OR 9780520053748
LCCN: QC173.59.S65 S54 1985
bibdate: Wed Jun 6 08:25:49 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:25:49 MDT
subject: Space and time; Philosophy and science
acknowledgement: ack-nhfb
rawauthor: Lawrence Sklar
rawtitle: Philosophy and spacetime physics
entry:
@Book{Sklar:1985:PSP,
  author =       "Lawrence Sklar",
  title =        "Philosophy and spacetime physics",
  publisher =    pub-U-CALIFORNIA-PRESS,
  address =      pub-U-CALIFORNIA-PRESS:adr,
  pages =        "x + 335",
  year =         "1985",
  ISBN =         "0-520-05374-5",
  ISBN-13 =      "978-0-520-05374-8",
  LCCN =         "QC173.59.S65 S54 1985",
  bibdate =      "Wed Jun 6 08:25:49 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Space and time; Philosophy and science",
}


bibtype: book
filename: einstein.bib
label: Thorne:1986:BHM
editor: Kip S. Thorne and Richard H. Price and Douglas A. (Douglas Alan) Macdonald
title: Black holes: the membrane paradigm
publisher: pub-YALE
address: pub-YALE:adr
pages: xii + 367
year: 1986
ISBN: 0-300-03769-4, 0-300-03770-8 (paperback) OR 0300037694, 0300037708 (paperback)
ISBN13: 978-0-300-03769-2, 978-0-300-03770-8 (paperback) OR 9780300037692, 9780300037708 (paperback)
LCCN: QB843.B55 B59 1986
bibdate: Wed Nov 23 11:26:36 MST 2005
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2005.11.23 11:26:36 MST
subject: Black holes (Astronomy); Astrophysics
acknowledgement: ack-nhfb
raweditor: Kip S. Thorne and Richard H. Price and Douglas A. (Douglas Alan) Macdonald
rawtitle: Black holes: the membrane paradigm
entry:
@Book{Thorne:1986:BHM,
  editor =       "Kip S. Thorne and Richard H. Price and Douglas A.
                 (Douglas Alan) Macdonald",
  title =        "Black holes: the membrane paradigm",
  publisher =    pub-YALE,
  address =      pub-YALE:adr,
  pages =        "xii + 367",
  year =         "1986",
  ISBN =         "0-300-03769-4, 0-300-03770-8 (paperback)",
  ISBN-13 =      "978-0-300-03769-2, 978-0-300-03770-8 (paperback)",
  LCCN =         "QB843.B55 B59 1986",
  bibdate =      "Wed Nov 23 11:26:36 MST 2005",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "Black holes (Astronomy); Astrophysics",
}


bibtype: book
filename: einstein.bib
label: Will:1986:WER
author: Clifford M. Will
title: Was Einstein Right?: Putting General Relativity to the Test
publisher: pub-BASIC-BOOKS
address: pub-BASIC-BOOKS:adr
pages: xii + 274 + 8
year: 1986
ISBN: 0-465-09088-5 OR 0465090885
ISBN13: 978-0-465-09088-4 OR 9780465090884
LCCN: QC173.6 .W55 1986
bibdate: Wed Dec 24 13:11:58 MST 2008
bibtimestamp: 2008.12.24 13:11:58 MST
remark: This book discusses results of experiments made to test the predictions of General Relativity.
acknowledgement: ack-nhfb
authordates: 1946--
rawauthor: Clifford M. Will
rawtitle: Was {Einstein} Right?: Putting {General Relativity} to the Test
abstract:
Looks at how scientists have tested Einstein's theory during the past seventy years, and demonstrates how this theory is crucial to understanding such features of the universe as pulsars, quasars, and black holes.

subject:
General relativity (Physics); Astrophysics; Relativite generale (Physique); Astrophysique; Allgemeine Relativitatstheorie.; Test.; Astrophysics.; General relativity (Physics)

TOC:
Renaissance of general relativity Straight road to curved space--time Gravitational red shift of light and clocks Departure of light from the straight and narrow Perihelion shift of Mercury: triumph or trouble? Time delay of light: better late than never Do the Earth and the moon fall the same? Rise and fall of the Brans-Dicke theory Is the gravitational constant constant? Binary pulsar: gravity waves exist! Frontiers of experimental relativity Astronomy after the renaissance: is general relativity useful?

rawabstract:
Looks at how scientists have tested Einstein's theory during the past seventy years, and demonstrates how this theory is crucial to understanding such features of the universe as pulsars, quasars, and black holes.

rawTOC:
Renaissance of general relativity \\ Straight road to curved space--time \\ Gravitational red shift of light and clocks \\ Departure of light from the straight and narrow \\ Perihelion shift of Mercury: triumph or trouble? \\ Time delay of light: better late than never \\ Do the Earth and the moon fall the same? \\ Rise and fall of the Brans-Dicke theory \\ Is the gravitational constant constant? \\ Binary pulsar: gravity waves exist! \\ Frontiers of experimental relativity \\ Astronomy after the renaissance: is general relativity useful?

entry:
@Book{Will:1986:WER,
  author =       "Clifford M. Will",
  title =        "Was {Einstein} Right?: Putting {General Relativity} to
                 the Test",
  publisher =    pub-BASIC-BOOKS,
  address =      pub-BASIC-BOOKS:adr,
  pages =        "xii + 274 + 8",
  year =         "1986",
  ISBN =         "0-465-09088-5",
  ISBN-13 =      "978-0-465-09088-4",
  LCCN =         "QC173.6 .W55 1986",
  bibdate =      "Wed Dec 24 13:11:58 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/master.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$18.95",
  abstract =     "Looks at how scientists have tested Einstein's theory
                 during the past seventy years, and demonstrates how
                 this theory is crucial to understanding such features
                 of the universe as pulsars, quasars, and black holes.",
  acknowledgement = ack-nhfb,
  author-dates = "1946--",
  remark =       "This book discusses results of experiments made to
                 test the predictions of General Relativity.",
  subject =      "General relativity (Physics); Astrophysics;
                 Relativit{\'e} g{\'e}n{\'e}rale (Physique);
                 Astrophysique; Allgemeine Relativit{\"a}tstheorie.;
                 Test.; Astrophysics.; General relativity (Physics)",
  tableofcontents = "Renaissance of general relativity \\
                 Straight road to curved space--time \\
                 Gravitational red shift of light and clocks \\
                 Departure of light from the straight and narrow \\
                 Perihelion shift of Mercury: triumph or trouble? \\
                 Time delay of light: better late than never \\
                 Do the Earth and the moon fall the same? \\
                 Rise and fall of the Brans-Dicke theory \\
                 Is the gravitational constant constant? \\
                 Binary pulsar: gravity waves exist! \\
                 Frontiers of experimental relativity \\
                 Astronomy after the renaissance: is general relativity
                 useful?",
}


bibtype: book
filename: einstein.bib
label: Barrow:1987:MCU
author: John D. Barrow and P. J. E. (Phillip James Edwin) Peebles and D. W. (Dennis William) Sciama
publisher: Royal Society
address: London, UK
pages: v + 179
year: 1987
ISBN: 0-85403-303-3 OR 0854033033
ISBN13: 978-0-85403-303-4 OR 9780854033034
LCCN: QB790 .R68 1985
bibdate: Sat Dec 17 14:44:47 MST 2005
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2005.12.17 14:44:47 MST
subject: Interstellar matter
acknowledgement: ack-nhfb
rawauthor: John D. Barrow and P. J. E. (Phillip James Edwin) Peebles and D. W. (Dennis William) Sciama
title:
Material content of the universe: proceedings of a Royal Society Discussion Meeting held on 23 and 24 October 1985

remark:
First published in Philosophical transactions of the Royal Society of London, series A, volume 320 (no. 1556), pages 431--611.

rawtitle:
Material content of the universe: proceedings of a {Royal Society Discussion Meeting} held on {23 and 24 October 1985}

entry:
@Book{Barrow:1987:MCU,
  author =       "John D. Barrow and P. J. E. (Phillip James Edwin)
                 Peebles and D. W. (Dennis William) Sciama",
  title =        "Material content of the universe: proceedings of a
                 {Royal Society Discussion Meeting} held on {23 and 24
                 October 1985}",
  publisher =    "Royal Society",
  address =      "London, UK",
  pages =        "v + 179",
  year =         "1987",
  ISBN =         "0-85403-303-3",
  ISBN-13 =      "978-0-85403-303-4",
  LCCN =         "QB790 .R68 1985",
  bibdate =      "Sat Dec 17 14:44:47 MST 2005",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  remark =       "First published in Philosophical transactions of the
                 Royal Society of London, series A, volume 320 (no.
                 1556), pages 431--611.",
  subject =      "Interstellar matter",
}


bibtype: book
filename: einstein.bib
label: Rindler:1987:GGV
editor: Wolfgang Rindler and A. (Andrzej) Trautman and Ivor Robinson
title: Gravitation and geometry: a volume in honour of Ivor Robinson
volume: 4
publisher: Bibliopolis
address: Napoli, Italy
pages: 505
year: 1987
ISBN: 88-7088-142-3 OR 8870881423
ISBN13: 978-88-7088-142-4 OR 9788870881424
LCCN: QC178 .G62 1987
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
series: Monographs and textbooks in physical science
subject: gravitation; general relativity (physics); geometry, differential; mathematical physics
acknowledgement: ack-nhfb
raweditor: Wolfgang Rindler and A. (Andrzej) Trautman and Ivor Robinson
rawtitle: Gravitation and geometry: a volume in honour of {Ivor Robinson}
entry:
@Book{Rindler:1987:GGV,
  editor =       "Wolfgang Rindler and A. (Andrzej) Trautman and Ivor
                 Robinson",
  title =        "Gravitation and geometry: a volume in honour of {Ivor
                 Robinson}",
  volume =       "4",
  publisher =    "Bibliopolis",
  address =      "Napoli, Italy",
  pages =        "505",
  year =         "1987",
  ISBN =         "88-7088-142-3",
  ISBN-13 =      "978-88-7088-142-4",
  LCCN =         "QC178 .G62 1987",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Monographs and textbooks in physical science",
  acknowledgement = ack-nhfb,
  subject =      "gravitation; general relativity (physics); geometry,
                 differential; mathematical physics",
}


bibtype: book
filename: einstein.bib
label: Riordan:1987:HQT
author: Michael Riordan
title: The hunting of the quark: a true story of modern physics
publisher: pub-SIMON-SCHUSTER
address: pub-SIMON-SCHUSTER:adr
pages: 399
year: 1987
ISBN: 0-671-50466-5, 0-671-64884-5 (paperback) OR 0671504665, 0671648845 (paperback)
ISBN13: 978-0-671-50466-3, 978-0-671-64884-8 (paperback) OR 9780671504663, 9780671648848 (paperback)
LCCN: QC793.5.Q252 R56 1987
bibdate: Wed Jul 28 16:16:14 MDT 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2010.07.28 16:16:14 MDT
series: A Touchstone book
subject: quarks; history; nuclear physics; particles (nuclear physics)
acknowledgement: ack-nhfb
rawauthor: Michael Riordan
rawtitle: The hunting of the quark: a true story of modern physics
entry:
@Book{Riordan:1987:HQT,
  author =       "Michael Riordan",
  title =        "The hunting of the quark: a true story of modern
                 physics",
  publisher =    pub-SIMON-SCHUSTER,
  address =      pub-SIMON-SCHUSTER:adr,
  pages =        "399",
  year =         "1987",
  ISBN =         "0-671-50466-5, 0-671-64884-5 (paperback)",
  ISBN-13 =      "978-0-671-50466-3, 978-0-671-64884-8 (paperback)",
  LCCN =         "QC793.5.Q252 R56 1987",
  bibdate =      "Wed Jul 28 16:16:14 MDT 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "A Touchstone book",
  acknowledgement = ack-nhfb,
  subject =      "quarks; history; nuclear physics; particles (nuclear
                 physics)",
}


bibtype: book
filename: einstein.bib
label: Tolman:1987:RTC
author: Richard Chace Tolman
title: Relativity, thermodynamics, and cosmology
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xv + 501
year: 1987
ISBN: 0-486-65383-8 (paperback) OR 0486653838 (paperback)
ISBN13: 978-0-486-65383-9 (paperback) OR 9780486653839 (paperback)
LCCN: QC173.65 .T65 1987
bibdate: Wed Dec 24 14:00:04 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:00:04 MST
URL: http://www.loc.gov/catdir/description/dover031/87006728.html
remark: Reprint. Originally published: Oxford: Oxford University Press, 1934.
subject: special relativity (physics); thermodynamics; cosmology; electrodynamics
acknowledgement: ack-nhfb
authordates: 1881--1948
rawauthor: Richard Chace Tolman
rawtitle: {Relativity}, thermodynamics, and cosmology
entry:
@Book{Tolman:1987:RTC,
  author =       "Richard Chace Tolman",
  title =        "{Relativity}, thermodynamics, and cosmology",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xv + 501",
  year =         "1987",
  ISBN =         "0-486-65383-8 (paperback)",
  ISBN-13 =      "978-0-486-65383-9 (paperback)",
  LCCN =         "QC173.65 .T65 1987",
  bibdate =      "Wed Dec 24 14:00:04 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/dover031/87006728.html",
  acknowledgement = ack-nhfb,
  author-dates = "1881--1948",
  remark =       "Reprint. Originally published: Oxford: Oxford
                 University Press, 1934.",
  subject =      "special relativity (physics); thermodynamics;
                 cosmology; electrodynamics",
}


bibtype: book
filename: einstein.bib
label: Ellis:1988:FCS
author: George F. R. (George Francis Rayner) Ellis and Ruth M. Williams
title: Flat and curved space--times
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: x + 351
year: 1988
LCCN: QC173.65 .E45 1988
bibdate: Wed Jun 6 08:09:29 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:09:29 MDT
remark: See also second edition cite Ellis:2000:FCS.
subject: Special relativity (Physics); Space and time
acknowledgement: ack-nhfb
rawauthor: George F. R. (George Francis Rayner) Ellis and Ruth M. Williams
rawtitle: Flat and curved space--times
ISBN:
0-19-851169-8 (paperback), 0-19-851164-7 (hardcover) OR 0198511698 (paperback), 0198511647 (hardcover)

ISBN13:
978-0-19-851169-4 (paperback), 978-0-19-851164-9 (hardcover) OR 9780198511694 (paperback), 9780198511649 (hardcover)

URL:
http://www.loc.gov/catdir/enhancements/fy0639/87026340-d.html; http://www.loc.gov/catdir/enhancements/fy0639/87026340-t.html

entry:
@Book{Ellis:1988:FCS,
  author =       "George F. R. (George Francis Rayner) Ellis and Ruth M.
                 Williams",
  title =        "Flat and curved space--times",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "x + 351",
  year =         "1988",
  ISBN =         "0-19-851169-8 (paperback), 0-19-851164-7 (hardcover)",
  ISBN-13 =      "978-0-19-851169-4 (paperback), 978-0-19-851164-9
                 (hardcover)",
  LCCN =         "QC173.65 .E45 1988",
  bibdate =      "Wed Jun 6 08:09:29 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0639/87026340-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0639/87026340-t.html",
  acknowledgement = ack-nhfb,
  remark =       "See also second edition \cite{Ellis:2000:FCS}.",
  subject =      "Special relativity (Physics); Space and time",
}


bibtype: book
filename: einstein.bib
label: Evans:1989:FNR
editor: Charles R. Evans and Lee S. Finn and David W. Hobill
title: Frontiers in numerical relativity
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: x + 435
year: 1989
ISBN: 0-521-36666-6 OR 0521366666
ISBN13: 978-0-521-36666-3 OR 9780521366663
LCCN: QB461
bibdate: Fri Oct 7 08:50:24 MDT 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; library.ox.ac.uk:210/ADVANCE
bibtimestamp: 2011.10.07 08:50:24 MDT
subject: Astrophysics
acknowledgement: ack-nhfb
raweditor: Charles R. Evans and Lee S. Finn and David W. Hobill
rawtitle: Frontiers in numerical relativity
entry:
@Book{Evans:1989:FNR,
  editor =       "Charles R. Evans and Lee S. Finn and David W. Hobill",
  title =        "Frontiers in numerical relativity",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "x + 435",
  year =         "1989",
  ISBN =         "0-521-36666-6",
  ISBN-13 =      "978-0-521-36666-3",
  LCCN =         "QB461",
  bibdate =      "Fri Oct 7 08:50:24 MDT 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 library.ox.ac.uk:210/ADVANCE",
  acknowledgement = ack-nhfb,
  subject =      "Astrophysics",
}


bibtype: book
filename: einstein.bib
label: Kerszberg:1989:IUE
author: Pierre Kerszberg
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: ix + 403
year: 1989
ISBN: 0-19-851876-5 OR 0198518765
ISBN13: 978-0-19-851876-1 OR 9780198518761
LCCN: QB981 .K47 1989
bibdate: Thu Dec 15 06:35:53 MST 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2011.12.15 06:35:53 MST
series: Oxford science publications
subject: Cosmology; Relativity (Physics); Einstein, Albert; Sitter, Willem de
acknowledgement: ack-nhfb
subjectdates: Albert Einstein (1879--1955)
rawauthor: Pierre Kerszberg
title:
The invented universe: the Einstein--de Sitter controversy (1916--17) and the rise of relativistic cosmology

URL:
http://www.loc.gov/catdir/enhancements/fy0638/88038563-d.html; http://www.loc.gov/catdir/enhancements/fy0638/88038563-t.html

rawtitle:
The invented universe: the {Einstein--de Sitter} controversy (1916--17) and the rise of relativistic cosmology

entry:
@Book{Kerszberg:1989:IUE,
  author =       "Pierre Kerszberg",
  title =        "The invented universe: the {Einstein--de Sitter}
                 controversy (1916--17) and the rise of relativistic
                 cosmology",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "ix + 403",
  year =         "1989",
  ISBN =         "0-19-851876-5",
  ISBN-13 =      "978-0-19-851876-1",
  LCCN =         "QB981 .K47 1989",
  bibdate =      "Thu Dec 15 06:35:53 MST 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$37.50",
  series =       "Oxford science publications",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0638/88038563-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0638/88038563-t.html",
  acknowledgement = ack-nhfb,
  subject =      "Cosmology; Relativity (Physics); Einstein, Albert;
                 Sitter, Willem de",
  subject-dates = "Albert Einstein (1879--1955)",
}


bibtype: article
filename: einstein.bib
label: Weinberg:1989:CCP
author: Steven Weinberg
title: The cosmological constant problem
journal: j-REV-MOD-PHYS
volume: 61
number: 1
pages: 1--23
month: jan
monthnumber: 1
year: 1989
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.61.1
ISSNL: 0034-6861 OR 00346861
bibdate: Fri Dec 16 07:03:23 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2011.12.16 07:03:23 ???
URL: http://link.aps.org/doi/10.1103/RevModPhys.61.1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Steven Weinberg
rawtitle: The cosmological constant problem
abstract:
Astronomical observations indicate that the cosmological constant is many orders of magnitude smaller than estimated in modern theories of elementary particles. After a brief review of the history of this problem, five different approaches to its solution are described.

remark:
Sheldon Glashow, Abdus Salam, and Steven Weinberg shared the 1979 Nobel Prize in Physics ``for their contributions to the theory of the unified weak and electromagnetic interaction between elementary particles, including, inter alia, the prediction of the weak neutral current.''

rawabstract:
Astronomical observations indicate that the cosmological constant is many orders of magnitude smaller than estimated in modern theories of elementary particles. After a brief review of the history of this problem, five different approaches to its solution are described.

entry:
@Article{Weinberg:1989:CCP,
  author =       "Steven Weinberg",
  title =        "The cosmological constant problem",
  journal =      j-REV-MOD-PHYS,
  volume =       "61",
  number =       "1",
  pages =        "1--23",
  month =        jan,
  year =         "1989",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.61.1",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Fri Dec 16 07:03:23 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.61.1",
  abstract =     "Astronomical observations indicate that the
                 cosmological constant is many orders of magnitude
                 smaller than estimated in modern theories of elementary
                 particles. After a brief review of the history of this
                 problem, five different approaches to its solution are
                 described.",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
  remark =       "Sheldon Glashow, Abdus Salam, and Steven Weinberg
                 shared the 1979 Nobel Prize in Physics ``for their
                 contributions to the theory of the unified weak and
                 electromagnetic interaction between elementary
                 particles, including, inter alia, the prediction of the
                 weak neutral current.''",
}


bibtype: book
filename: einstein.bib
label: Cooperstock:1990:DGR
editor: F. (Fred) Cooperstock and L. P. (Lawrence Paul) Horwitz and Joe Rosen
volume: 9
publisher: pub-IOP
address: pub-IOP:adr
pages: viii + 377
year: 1990
ISBN: 0-7503-0053-1 OR 0750300531
ISBN13: 978-0-7503-0053-7 OR 9780750300537
LCCN: QB460 .D48 1990
bibdate: Thu Oct 20 10:48:26 MDT 2011
bibsource: fsz3950.oclc.org:210/WorldCat; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2011.10.20 10:48:26 MDT
series: Annals of the Israel Physical Society
URL: http://www.zentralblatt-math.org/zmath/en/search/?an=0734.53005
ZMnumber: 0734.53005
acknowledgement: ack-nhfb
raweditor: F. (Fred) Cooperstock and L. P. (Lawrence Paul) Horwitz and Joe Rosen
title:
Developments in General Relativity, Astrophysics and Quantum Theory: a Jubilee Volume in Honour of Nathan Rosen

subject:
Rosen, Nathan; Relativity (physics); astrophysics; quantum theory; theorie quantique; Relativite generale (physique); astrophysique; Relativite (physique).; Allgemeine Relativitatstheorie; Kongress; Astrophysik; Quantentheorie

rawtitle:
Developments in {General Relativity}, Astrophysics and Quantum Theory: a Jubilee Volume in Honour of {Nathan Rosen}

entry:
@Book{Cooperstock:1990:DGR,
  editor =       "F. (Fred) Cooperstock and L. P. (Lawrence Paul)
                 Horwitz and Joe Rosen",
  title =        "Developments in {General Relativity}, Astrophysics and
                 Quantum Theory: a Jubilee Volume in Honour of {Nathan
                 Rosen}",
  volume =       "9",
  publisher =    pub-IOP,
  address =      pub-IOP:adr,
  pages =        "viii + 377",
  year =         "1990",
  ISBN =         "0-7503-0053-1",
  ISBN-13 =      "978-0-7503-0053-7",
  LCCN =         "QB460 .D48 1990",
  bibdate =      "Thu Oct 20 10:48:26 MDT 2011",
  bibsource =    "fsz3950.oclc.org:210/WorldCat;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  series =       "Annals of the Israel Physical Society",
  URL =          "http://www.zentralblatt-math.org/zmath/en/search/?an=0734.53005",
  ZMnumber =     "0734.53005",
  acknowledgement = ack-nhfb,
  subject =      "Rosen, Nathan; Relativity (physics); astrophysics;
                 quantum theory; th{\'e}orie quantique; Relativit{\'e}
                 g{\'e}n{\'e}rale (physique); astrophysique;
                 Relativit{\'e} (physique).; Allgemeine
                 Relativit{\"a}tstheorie; Kongress; Astrophysik;
                 Quantentheorie",
}


bibtype: incollection
filename: einstein.bib
label: Ellis:1990:IRC
author: George Ellis
title: Innovation, resistance and change. The transition to the expanding universe
crossref: Bertotti:1990:MCR
pages: 97--113
year: 1990
bibdate: Thu Dec 15 06:17:02 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2011.12.15 06:17:02 ???
acknowledgement: ack-nhfb
rawauthor: George Ellis
rawtitle: Innovation, resistance and change. {The} transition to the expanding universe
entry:
@InCollection{Ellis:1990:IRC,
  author =       "George Ellis",
  title =        "Innovation, resistance and change. {The} transition to
                 the expanding universe",
  crossref =     "Bertotti:1990:MCR",
  pages =        "97--113",
  year =         "1990",
  bibdate =      "Thu Dec 15 06:17:02 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  acknowledgement = ack-nhfb,
}


bibtype: book
filename: einstein.bib
label: North:1990:MUH
author: John David North
title: The measure of the universe: a history of modern cosmology
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xxviii + 436
year: 1990
ISBN: 0-486-66517-8 (paperback) OR 0486665178 (paperback)
ISBN13: 978-0-486-66517-7 (paperback) OR 9780486665177 (paperback)
LCCN: QB981 .N77 1990
bibdate: Mon Oct 9 06:35:49 MDT 2006
bibtimestamp: 2006.10.09 06:35:49 MDT
subject: Cosmogony; Cosmology
acknowledgement: ack-nhfb
rawauthor: John David North
rawtitle: The measure of the universe: a history of modern cosmology
remark:
A corrected unabridged republication of the work originally published by Oxford University Press in 1965 and reprinted with corrections in 1967.

entry:
@Book{North:1990:MUH,
  author =       "John David North",
  title =        "The measure of the universe: a history of modern
                 cosmology",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xxviii + 436",
  year =         "1990",
  ISBN =         "0-486-66517-8 (paperback)",
  ISBN-13 =      "978-0-486-66517-7 (paperback)",
  LCCN =         "QB981 .N77 1990",
  bibdate =      "Mon Oct 9 06:35:49 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/bibnet/authors/d/dirac-p-a-m.bib;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$12.95",
  acknowledgement = ack-nhfb,
  remark =       "A corrected unabridged republication of the work
                 originally published by Oxford University Press in 1965
                 and reprinted with corrections in 1967.",
  subject =      "Cosmogony; Cosmology",
}


bibtype: book
filename: einstein.bib
label: Will:1990:WER
author: Clifford M. Will
title: Was Einstein Right?: Putting General Relativity to the Test
publisher: pub-OXFORD
address: pub-OXFORD:adr
pages: xii + 274
year: 1990
ISBN: 0-19-282203-9 (paperback) OR 0192822039 (paperback)
ISBN13: 978-0-19-282203-1 (paperback) OR 9780192822031 (paperback)
LCCN: QC173.6 .W55 1990
bibdate: Wed Dec 24 13:11:58 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:11:58 MST
subject: General relativity (Physics); Astrophysics
acknowledgement: ack-nhfb
rawauthor: Clifford M. Will
rawtitle: Was {Einstein} Right?: Putting {General Relativity} to the Test
remark:
This book discusses results of experiments made to test the predictions of General Relativity. Originally published: New York: Basic Books, c1986.

entry:
@Book{Will:1990:WER,
  author =       "Clifford M. Will",
  title =        "Was {Einstein} Right?: Putting {General Relativity} to
                 the Test",
  publisher =    pub-OXFORD,
  address =      pub-OXFORD:adr,
  pages =        "xii + 274",
  year =         "1990",
  ISBN =         "0-19-282203-9 (paperback)",
  ISBN-13 =      "978-0-19-282203-1 (paperback)",
  LCCN =         "QC173.6 .W55 1990",
  bibdate =      "Wed Dec 24 13:11:58 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  remark =       "This book discusses results of experiments made to
                 test the predictions of General Relativity. Originally
                 published: New York: Basic Books, c1986.",
  subject =      "General relativity (Physics); Astrophysics",
}


bibtype: book
filename: einstein.bib
label: Rindler:1991:ISR
author: Wolfgang Rindler
title: Introduction to special relativity
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
edition: Second
pages: x + 169
year: 1991
ISBN: 0-19-853953-3, 0-19-853952-5 (paperback) OR 0198539533, 0198539525 (paperback)
ISBN13: 978-0-19-853953-7, 978-0-19-853952-0 (paperback) OR 9780198539537, 9780198539520 (paperback)
LCCN: QC173.65 .R56 1991
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
subject: special relativity (physics)
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: Introduction to special relativity
URL:
http://www.loc.gov/catdir/enhancements/fy0603/90048748-d.html; http://www.loc.gov/catdir/enhancements/fy0603/90048748-t.html

TOC:
I the Foundations of Special Relativity 1. Introduction / 1 2. Schematic account of the Michelson--Morley experiment / 3 3. Inertial frames in special relativity / 4 4. Einstein's two axioms for special relativity / 7 5. Coordinates. The relativity of time / 9 6. Derivation of the Lorentz transformation / 11 7. Properties of the Lorentz transformation / 16 Exercises I / 21 II Relativistic Kinematics 8. Introduction / 24 9. Length contraction / 24 10. The length contraction paradox / 26 11. Time dilation / 27 12. The twin paradox / 30 13. Velocity transformation / 31 14. Acceleration transformation. The uniformly accelerated rod / 33 Exercises II / 36 III Relativistic Optics 15. Introduction / 39 16. The drag effect / 39 17. The Doppler effect / 40 18. Aberration and the visual appearance of moving objects / 42 Exercises III / 45 IV Spacetime 19. Introduction / 49 20. Spacetime and four-tensors / 49 21. The Minkowski map of spacetime / 52 22. Rules for the manipulation of four-tensors / 55 23. Four-velocity and four-acceleration / 58 24. Wave motion / 60 Exercises IV / 65 V Relativistic Particle Mechanics 25. Introduction / 69 26. The conservation of four-momentum / 70 27. The equivalence of mass and energy / 73 28. Some four-momentum identities / 76 29. Relativistic billiards / 77 30. The centre of momentum frame / 78 31. Threshold energies / 80 32. De Broglie waves / 82 33. Photons / 84 34. The angular momentum four-tensor / 87 35. Three-force and four-force / 90 36. Relativistic analytic mechanics / 93 Exercises V / 96 VI Relativity and Electromagnetism in Vacuum 37. Introduction / 101 38. The formal structure of Maxwell's theory / 102 39. Transformation of $e$ and $b$. The dual field / 108 40. Potential and field of an arbitrarily moving charge / 110 41. Field of a uniformly moving charge / 115 42. The electromagnetic energy tensor / 118 43. Electromagnetic waves / 122 Exercises VI / 125 VII Relativistic Mechanics of Continua 44. Introduction / 129 45. Energy tensor and basic axioms / 129 46. The elastic stress three-tensor / 133 47. The augmented mass and momentum densities / 136 48. The total stress tensor / 138 49. Perfect fluids and dust / 139 50. Integral conservation laws / 141 Exercises VII / 147 Appendix: Tensors For Special Relativity Al. Introduction / 150 A2. Preliminary description of tensors / 150 A3. The summation convention / 151 A4. Coordinate transformations / 152 A5. Informal definition of tensors / 153 A6. Examples of tensors / 154 A7. The group properties. Formal definition of tensors / 155 A8. Tensor algebra / 156 A9. Differentiation of tensors / 157 A10. The quotient rule / 158 A11. The metric / 158 Exercises A / 161 Index / 165

rawTOC:
I the Foundations of Special Relativity \\ 1. Introduction / 1 \\ 2. Schematic account of the Michelson--Morley experiment / 3 \\ 3. Inertial frames in special relativity / 4 \\ 4. Einstein's two axioms for special relativity / 7 \\ 5. Coordinates. The relativity of time / 9 \\ 6. Derivation of the Lorentz transformation / 11 \\ 7. Properties of the Lorentz transformation / 16 \\ Exercises I / 21 \\ II Relativistic Kinematics \\ 8. Introduction / 24 \\ 9. Length contraction / 24 \\ 10. The length contraction paradox / 26 \\ 11. Time dilation / 27 \\ 12. The twin paradox / 30 \\ 13. Velocity transformation / 31 \\ 14. Acceleration transformation. The uniformly accelerated rod / 33 \\ Exercises II / 36 \\ III Relativistic Optics \\ 15. Introduction / 39 \\ 16. The drag effect / 39 \\ 17. The Doppler effect / 40 \\ 18. Aberration and the visual appearance of moving objects / 42 \\ Exercises III / 45 \\ IV Spacetime \\ 19. Introduction / 49 \\ 20. Spacetime and four-tensors / 49 \\ 21. The Minkowski map of spacetime / 52 \\ 22. Rules for the manipulation of four-tensors / 55 \\ 23. Four-velocity and four-acceleration / 58 \\ 24. Wave motion / 60 \\ Exercises IV / 65 \\ V Relativistic Particle Mechanics \\ 25. Introduction / 69 \\ 26. The conservation of four-momentum / 70 \\ 27. The equivalence of mass and energy / 73 \\ 28. Some four-momentum identities / 76 \\ 29. Relativistic billiards / 77 \\ 30. The centre of momentum frame / 78 \\ 31. Threshold energies / 80 \\ 32. De Broglie waves / 82 \\ 33. Photons / 84 \\ 34. The angular momentum four-tensor / 87 \\ 35. Three-force and four-force / 90 \\ 36. Relativistic analytic mechanics / 93 \\ Exercises V / 96 \\ VI Relativity and Electromagnetism \\ in Vacuum \\ 37. Introduction / 101 \\ 38. The formal structure of Maxwell's theory / 102 \\ 39. Transformation of $e$ and $b$. The dual field / 108 \\ 40. Potential and field of an arbitrarily moving charge / 110 \\ 41. Field of a uniformly moving charge / 115 \\ 42. The electromagnetic energy tensor / 118 \\ 43. Electromagnetic waves / 122 \\ Exercises VI / 125 \\ VII Relativistic Mechanics of Continua \\ 44. Introduction / 129 \\ 45. Energy tensor and basic axioms / 129 \\ 46. The elastic stress three-tensor / 133 \\ 47. The augmented mass and momentum densities / 136 \\ 48. The total stress tensor / 138 \\ 49. Perfect fluids and dust / 139 \\ 50. Integral conservation laws / 141 \\ Exercises VII / 147 \\ Appendix: Tensors For Special Relativity \\ Al. Introduction / 150 \\ A2. Preliminary description of tensors / 150 \\ A3. The summation convention / 151 \\ A4. Coordinate transformations / 152 \\ A5. Informal definition of tensors / 153 \\ A6. Examples of tensors / 154 \\ A7. The group properties. Formal definition of tensors / 155 \\ A8. Tensor algebra / 156 \\ A9. Differentiation of tensors / 157 \\ A10. The quotient rule / 158 \\ A11. The metric / 158 \\ Exercises A / 161 \\ Index / 165

entry:
@Book{Rindler:1991:ISR,
  author =       "Wolfgang Rindler",
  title =        "Introduction to special relativity",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  edition =      "Second",
  pages =        "x + 169",
  year =         "1991",
  ISBN =         "0-19-853953-3, 0-19-853952-5 (paperback)",
  ISBN-13 =      "978-0-19-853953-7, 978-0-19-853952-0 (paperback)",
  LCCN =         "QC173.65 .R56 1991",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  price =        "US\$37.50US\$18.25",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0603/90048748-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0603/90048748-t.html",
  acknowledgement = ack-nhfb,
  subject =      "special relativity (physics)",
  tableofcontents = "I the Foundations of Special Relativity \\
                 1. Introduction / 1 \\
                 2. Schematic account of the Michelson--Morley
                 experiment / 3 \\
                 3. Inertial frames in special relativity / 4 \\
                 4. Einstein's two axioms for special relativity / 7 \\
                 5. Coordinates. The relativity of time / 9 \\
                 6. Derivation of the Lorentz transformation / 11 \\
                 7. Properties of the Lorentz transformation / 16 \\
                 Exercises I / 21 \\
                 II Relativistic Kinematics \\
                 8. Introduction / 24 \\
                 9. Length contraction / 24 \\
                 10. The length contraction paradox / 26 \\
                 11. Time dilation / 27 \\
                 12. The twin paradox / 30 \\
                 13. Velocity transformation / 31 \\
                 14. Acceleration transformation. The uniformly
                 accelerated rod / 33 \\
                 Exercises II / 36 \\
                 III Relativistic Optics \\
                 15. Introduction / 39 \\
                 16. The drag effect / 39 \\
                 17. The Doppler effect / 40 \\
                 18. Aberration and the visual appearance of moving
                 objects / 42 \\
                 Exercises III / 45 \\
                 IV Spacetime \\
                 19. Introduction / 49 \\
                 20. Spacetime and four-tensors / 49 \\
                 21. The Minkowski map of spacetime / 52 \\
                 22. Rules for the manipulation of four-tensors / 55 \\
                 23. Four-velocity and four-acceleration / 58 \\
                 24. Wave motion / 60 \\
                 Exercises IV / 65 \\
                 V Relativistic Particle Mechanics \\
                 25. Introduction / 69 \\
                 26. The conservation of four-momentum / 70 \\
                 27. The equivalence of mass and energy / 73 \\
                 28. Some four-momentum identities / 76 \\
                 29. Relativistic billiards / 77 \\
                 30. The centre of momentum frame / 78 \\
                 31. Threshold energies / 80 \\
                 32. De Broglie waves / 82 \\
                 33. Photons / 84 \\
                 34. The angular momentum four-tensor / 87 \\
                 35. Three-force and four-force / 90 \\
                 36. Relativistic analytic mechanics / 93 \\
                 Exercises V / 96 \\
                 VI Relativity and Electromagnetism \\
                 in Vacuum \\
                 37. Introduction / 101 \\
                 38. The formal structure of Maxwell's theory / 102 \\
                 39. Transformation of $e$ and $b$. The dual field / 108
                 \\
                 40. Potential and field of an arbitrarily moving charge
                 / 110 \\
                 41. Field of a uniformly moving charge / 115 \\
                 42. The electromagnetic energy tensor / 118 \\
                 43. Electromagnetic waves / 122 \\
                 Exercises VI / 125 \\
                 VII Relativistic Mechanics of Continua \\
                 44. Introduction / 129 \\
                 45. Energy tensor and basic axioms / 129 \\
                 46. The elastic stress three-tensor / 133 \\
                 47. The augmented mass and momentum densities / 136 \\
                 48. The total stress tensor / 138 \\
                 49. Perfect fluids and dust / 139 \\
                 50. Integral conservation laws / 141 \\
                 Exercises VII / 147 \\
                 Appendix: Tensors For Special Relativity \\
                 Al. Introduction / 150 \\
                 A2. Preliminary description of tensors / 150 \\
                 A3. The summation convention / 151 \\
                 A4. Coordinate transformations / 152 \\
                 A5. Informal definition of tensors / 153 \\
                 A6. Examples of tensors / 154 \\
                 A7. The group properties. Formal definition of tensors
                 / 155 \\
                 A8. Tensor algebra / 156 \\
                 A9. Differentiation of tensors / 157 \\
                 A10. The quotient rule / 158 \\
                 A11. The metric / 158 \\
                 Exercises A / 161 \\
                 Index / 165",
}


bibtype: book
filename: einstein.bib
label: Taylor:1992:SPI
author: Edwin F. Taylor and John Archibald Wheeler
title: Spacetime physics: introduction to special relativity
publisher: pub-W-H-FREEMAN
address: pub-W-H-FREEMAN:adr
edition: Second
pages: vii + 312
year: 1992
ISBN: 0-7167-2327-1 OR 0716723271
ISBN13: 978-0-7167-2327-1 OR 9780716723271
LCCN: QC173.65 T37 1991
bibdate: Wed Jun 6 08:25:49 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:25:49 MDT
subject: Special relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Edwin F. Taylor and John Archibald Wheeler
rawtitle: Spacetime physics: introduction to special relativity
URL:
http://www.loc.gov/catdir/enhancements/fy1011/92000722-d.html; http://www.loc.gov/catdir/enhancements/fy1011/92000722-t.html

TOC:
Spacetime: overview Floating free Same laws for all Lorentz transformation Trip to Canopus Trekking through spacetime Regions of spacetime Momenergy Collide. Create. Annihilate Gravity: curved spacetime in action Index Answers to Odd-numbered Exercises

rawTOC:
Spacetime: overview \\ Floating free \\ Same laws for all \\ Lorentz transformation \\ Trip to Canopus \\ Trekking through spacetime \\ Regions of spacetime \\ Momenergy \\ Collide. Create. Annihilate \\ Gravity: curved spacetime in action \\ Index \\ Answers to Odd-numbered Exercises

entry:
@Book{Taylor:1992:SPI,
  author =       "Edwin F. Taylor and John Archibald Wheeler",
  title =        "Spacetime physics: introduction to special
                 relativity",
  publisher =    pub-W-H-FREEMAN,
  address =      pub-W-H-FREEMAN:adr,
  edition =      "Second",
  pages =        "vii + 312",
  year =         "1992",
  ISBN =         "0-7167-2327-1",
  ISBN-13 =      "978-0-7167-2327-1",
  LCCN =         "QC173.65 T37 1991",
  bibdate =      "Wed Jun 6 08:25:49 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy1011/92000722-d.html;
                 http://www.loc.gov/catdir/enhancements/fy1011/92000722-t.html",
  acknowledgement = ack-nhfb,
  subject =      "Special relativity (Physics)",
  tableofcontents = "Spacetime: overview \\
                 Floating free \\
                 Same laws for all \\
                 Lorentz transformation \\
                 Trip to Canopus \\
                 Trekking through spacetime \\
                 Regions of spacetime \\
                 Momenergy \\
                 Collide. Create. Annihilate \\
                 Gravity: curved spacetime in action \\
                 Index \\
                 Answers to Odd-numbered Exercises",
}


bibtype: book
filename: einstein.bib
label: Wald:1992:STG
author: Robert M. Wald
title: Space, time, and gravity: the theory of the big bang and black holes
publisher: pub-U-CHICAGO
address: pub-U-CHICAGO:adr
edition: Second
pages: x + 153
year: 1992
ISBN: 0-226-87028-6 (hardcover), 0-226-87029-4 (paper) OR 0226870286 (hardcover), 0226870294 (paper)
LCCN: QB981 .W24 1992
bibdate: Wed Dec 24 13:51:25 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:51:25 MST
subject: Cosmology; Big bang theory; Black holes (Astronomy); Space and time; Gravitation
acknowledgement: ack-nhfb
rawauthor: Robert M. Wald
rawtitle: Space, time, and gravity: the theory of the big bang and black holes
ISBN13:
978-0-226-87028-1 (hardcover), 978-0-226-87029-8 (paper) OR 9780226870281 (hardcover), 9780226870298 (paper)

URL:
http://www.loc.gov/catdir/description/uchi051/91028034.html; http://www.loc.gov/catdir/enhancements/fy0608/91028034-t.html; http://www.loc.gov/catdir/enhancements/fy0609/91028034-b.html

TOC:
Preface / vii Preface to First Edition / ix 1 The Geometry of Space and Time / 1 2 Special Relativity / 13 3 General Relativity / 29 4 Implications for Cosmology: The ``Big Bang'' / 41 5 The Evolution of Our Universe / 59 6 Stellar Evolution / 73 7 Gravitational Collapse to Black Holes / 85 8 Energy Extraction from Black Holes / 103 9 The Astrophysics of Black Holes / 115 10 Quantum Particle Creation near Black Holes / 127 Appendix / 141 Suggestions for Further Reading / 149 Index / 151

rawTOC:
Preface / vii \\ Preface to First Edition / ix \\ 1 The Geometry of Space and Time / 1 \\ 2 Special Relativity / 13 \\ 3 General Relativity / 29 \\ 4 Implications for Cosmology: The ``Big Bang'' / 41 \\ 5 The Evolution of Our Universe / 59 \\ 6 Stellar Evolution / 73 \\ 7 Gravitational Collapse to Black Holes / 85 \\ 8 Energy Extraction from Black Holes / 103 \\ 9 The Astrophysics of Black Holes / 115 \\ 10 Quantum Particle Creation near Black Holes / 127 \\ Appendix / 141 \\ Suggestions for Further Reading / 149 \\ Index / 151

entry:
@Book{Wald:1992:STG,
  author =       "Robert M. Wald",
  title =        "Space, time, and gravity: the theory of the big bang
                 and black holes",
  publisher =    pub-U-CHICAGO,
  address =      pub-U-CHICAGO:adr,
  edition =      "Second",
  pages =        "x + 153",
  year =         "1992",
  ISBN =         "0-226-87028-6 (hardcover), 0-226-87029-4 (paper)",
  ISBN-13 =      "978-0-226-87028-1 (hardcover), 978-0-226-87029-8
                 (paper)",
  LCCN =         "QB981 .W24 1992",
  bibdate =      "Wed Dec 24 13:51:25 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/uchi051/91028034.html;
                 http://www.loc.gov/catdir/enhancements/fy0608/91028034-t.html;
                 http://www.loc.gov/catdir/enhancements/fy0609/91028034-b.html",
  acknowledgement = ack-nhfb,
  subject =      "Cosmology; Big bang theory; Black holes (Astronomy);
                 Space and time; Gravitation",
  tableofcontents = "Preface / vii \\
                 Preface to First Edition / ix \\
                 1 The Geometry of Space and Time / 1 \\
                 2 Special Relativity / 13 \\
                 3 General Relativity / 29 \\
                 4 Implications for Cosmology: The ``Big Bang'' / 41 \\
                 5 The Evolution of Our Universe / 59 \\
                 6 Stellar Evolution / 73 \\
                 7 Gravitational Collapse to Black Holes / 85 \\
                 8 Energy Extraction from Black Holes / 103 \\
                 9 The Astrophysics of Black Holes / 115 \\
                 10 Quantum Particle Creation near Black Holes / 127 \\
                 Appendix / 141 \\
                 Suggestions for Further Reading / 149 \\
                 Index / 151",
}


bibtype: book
filename: einstein.bib
label: Gibbons:1993:EQG
editor: G. W. Gibbons and S. W. (Stephen W.) Hawking
title: Euclidean quantum gravity
publisher: pub-WORLD-SCI
address: pub-WORLD-SCI:adr
pages: xiii + 586
year: 1993
ISBN: 981-02-0515-5, 981-02-0516-3 (paperback) OR 9810205155, 9810205163 (paperback)
ISBN13: 978-981-02-0515-7, 978-981-02-0516-4 (paperback) OR 9789810205157, 9789810205164 (paperback)
LCCN: QC178 .E93 1993
bibdate: Wed Nov 23 11:20:15 MST 2005
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2005.11.23 11:20:15 MST
URL: http://www.zentralblatt-math.org/zmath/en/search/?an=0874.53056
subject: Quantum gravity; Cosmology; Black holes (Astronomy)
acknowledgement: ack-nhfb
raweditor: G. W. Gibbons and S. W. (Stephen W.) Hawking
rawtitle: {Euclidean} quantum gravity
entry:
@Book{Gibbons:1993:EQG,
  editor =       "G. W. Gibbons and S. W. (Stephen W.) Hawking",
  title =        "{Euclidean} quantum gravity",
  publisher =    pub-WORLD-SCI,
  address =      pub-WORLD-SCI:adr,
  pages =        "xiii + 586",
  year =         "1993",
  ISBN =         "981-02-0515-5, 981-02-0516-3 (paperback)",
  ISBN-13 =      "978-981-02-0515-7, 978-981-02-0516-4 (paperback)",
  LCCN =         "QC178 .E93 1993",
  bibdate =      "Wed Nov 23 11:20:15 MST 2005",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.zentralblatt-math.org/zmath/en/search/?an=0874.53056",
  acknowledgement = ack-nhfb,
  subject =      "Quantum gravity; Cosmology; Black holes (Astronomy)",
}


bibtype: book
filename: einstein.bib
label: Paul:1993:MWG
author: Erich Robert Paul
title: The Milky Way galaxy and statistical cosmology, 1890--1924
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: xiv + 262
year: 1993
ISBN: 0-521-35363-7 (hardcover) OR 0521353637 (hardcover)
ISBN13: 978-0-521-35363-2 (hardcover) OR 9780521353632 (hardcover)
LCCN: QB857.7 .P38 1993
bibdate: Fri Sep 24 01:27:53 MDT 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2010.09.24 01:27:53 MDT
subject: Milky Way; History; Cosmology; Statistical methods; Statistical astronomy
acknowledgement: ack-nhfb
rawauthor: Erich Robert Paul
rawtitle: The {Milky Way} galaxy and statistical cosmology, 1890--1924
URL:
http://www.loc.gov/catdir/description/cam025/92036530.html; http://www.loc.gov/catdir/toc/cam029/92036530.html

TOC:
List of Illustrations / ix Acknowledgments / xi Abbreviations of Manuscript Sources / xiv Part I. The Nineteenth-Century Background 1. Early Nineteenth-Century Statistical Astronomy / 13 William Herschel and the ``Construction of the Heavens'' / 13 F. G. W. Struve and Galactic Theory, circa 1850 / 20 John Herschel and Mid-century Cosmology / 26 2. Statistical Astronomy and the Milky Way Galaxy / 31 The em Bonner Durchmusterung and Stellar Distributions / 31 Cosmology and Stellar Studies, circa 1880 / 42 Proper Motions, Parallaxes, and Stellar Distances / 45 Statistical Cosmology: Seeliger and Kapteyn / 49 3. Seeliger and Stellar Density / 55 The Early Years / 58 Statistical Cosmology and Universal Gravitation / 64 Stellar Cosmology and Statistical Astronomy / 70 4. Kapteyn and the Distribution of Stars / 80 Early Developments / 80 Methodology and the Discovery of Star-Streaming / 84 Distribution of Stars / 94 5. Statistical Astronomy as a Research Program, 1900--1915 / 100 Assumptions and Research Problems, circa 1900 / 101 Research Problems and Stellar Distributions, circa 1910 / 112 Research Problems and Stellar Motions, circa 1910 / 126 Methodology, Stellar Statistics, and Scientific Explanation / 136 6. Statistical Cosmology as a Research Program, 1915--1922 / 141 Statistical Cosmology, 1915--1920 / 141 Seeliger's Cosmology / 141 The ``Kapteyn Universe'' Statistical Cosmology, 1910--1922 / 150 7. Internationalization of Astronomy / 160 Kapteyn and International Science / 162 Seeliger and German Astronomy / 175 Internationalizing of Statistical Cosmology / 181 Part III. Statistical Cosmology and the Second Astronomical Revolution 8. The Decline of a Research Program / 189 Shapley's Cosmology / 191 The Dutch Reaction / 202 The German and Swedish Responses / 212 The Beginning of a New Consensus / 218 9. Conclusion: Research Programs in Transition / 221 The ``New Astronomy'' / 221 Concluding Comments / 231 Appendix I: Seeliger's Star-Ratio Function / 237 Appendix II: Seeliger's Density Theorem / 240 Bibliographical Note / 246 Index / 255

rawTOC:
List of Illustrations / ix \\ Acknowledgments / xi \\ Abbreviations of Manuscript Sources / xiv \\ Part I. The Nineteenth-Century Background \\ 1. Early Nineteenth-Century Statistical Astronomy / 13 \\ William Herschel and the ``Construction of the Heavens'' / 13 \\ F. G. W. Struve and Galactic Theory, circa 1850 / 20 \\ John Herschel and Mid-century Cosmology / 26 \\ 2. Statistical Astronomy and the Milky Way Galaxy / 31 \\ The {\em Bonner Durchmusterung\/} and Stellar Distributions / 31 \\ Cosmology and Stellar Studies, circa 1880 / 42 \\ Proper Motions, Parallaxes, and Stellar Distances / 45 \\ Statistical Cosmology: Seeliger and Kapteyn / 49 \\ 3. Seeliger and Stellar Density / 55 \\ The Early Years / 58 \\ Statistical Cosmology and Universal Gravitation / 64 \\ Stellar Cosmology and Statistical Astronomy / 70 \\ 4. Kapteyn and the Distribution of Stars / 80 \\ Early Developments / 80 \\ Methodology and the Discovery of Star-Streaming / 84 \\ Distribution of Stars / 94 \\ 5. Statistical Astronomy as a Research Program, 1900--1915 / 100 \\ Assumptions and Research Problems, circa 1900 / 101 \\ Research Problems and Stellar Distributions, circa 1910 / 112 \\ Research Problems and Stellar Motions, circa 1910 / 126 \\ Methodology, Stellar Statistics, and Scientific Explanation / 136 \\ 6. Statistical Cosmology as a Research Program, 1915--1922 / 141 \\ Statistical Cosmology, 1915--1920 / 141 \\ Seeliger's Cosmology / 141 \\ The ``Kapteyn Universe'' Statistical Cosmology, 1910--1922 / 150 \\ 7. Internationalization of Astronomy / 160 \\ Kapteyn and International Science / 162 \\ Seeliger and German Astronomy / 175 \\ Internationalizing of Statistical Cosmology / 181 \\ Part III. Statistical Cosmology and the Second Astronomical Revolution \\ 8. The Decline of a Research Program / 189 \\ Shapley's Cosmology / 191 \\ The Dutch Reaction / 202 \\ The German and Swedish Responses / 212 \\ The Beginning of a New Consensus / 218 \\ 9. Conclusion: Research Programs in Transition / 221 \\ The ``New Astronomy'' / 221 \\ Concluding Comments / 231 \\ Appendix I: Seeliger's Star-Ratio Function / 237 \\ Appendix II: Seeliger's Density Theorem / 240 \\ Bibliographical Note / 246 \\ Index / 255

entry:
@Book{Paul:1993:MWG,
  author =       "Erich Robert Paul",
  title =        "The {Milky Way} galaxy and statistical cosmology,
                 1890--1924",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "xiv + 262",
  year =         "1993",
  ISBN =         "0-521-35363-7 (hardcover)",
  ISBN-13 =      "978-0-521-35363-2 (hardcover)",
  LCCN =         "QB857.7 .P38 1993",
  bibdate =      "Fri Sep 24 01:27:53 MDT 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/cam025/92036530.html;
                 http://www.loc.gov/catdir/toc/cam029/92036530.html",
  acknowledgement = ack-nhfb,
  subject =      "Milky Way; History; Cosmology; Statistical methods;
                 Statistical astronomy",
  tableofcontents = "List of Illustrations / ix \\
                 Acknowledgments / xi \\
                 Abbreviations of Manuscript Sources / xiv \\
                 Part I. The Nineteenth-Century Background \\
                 1. Early Nineteenth-Century Statistical Astronomy / 13
                 \\
                 William Herschel and the ``Construction of the
                 Heavens'' / 13 \\
                 F. G. W. Struve and Galactic Theory, circa 1850 / 20
                 \\
                 John Herschel and Mid-century Cosmology / 26 \\
                 2. Statistical Astronomy and the Milky Way Galaxy / 31
                 \\
                 The {\em Bonner Durchmusterung\/} and Stellar
                 Distributions / 31 \\
                 Cosmology and Stellar Studies, circa 1880 / 42 \\
                 Proper Motions, Parallaxes, and Stellar Distances / 45
                 \\
                 Statistical Cosmology: Seeliger and Kapteyn / 49 \\
                 3. Seeliger and Stellar Density / 55 \\
                 The Early Years / 58 \\
                 Statistical Cosmology and Universal Gravitation / 64
                 \\
                 Stellar Cosmology and Statistical Astronomy / 70 \\
                 4. Kapteyn and the Distribution of Stars / 80 \\
                 Early Developments / 80 \\
                 Methodology and the Discovery of Star-Streaming / 84
                 \\
                 Distribution of Stars / 94 \\
                 5. Statistical Astronomy as a Research Program,
                 1900--1915 / 100 \\
                 Assumptions and Research Problems, circa 1900 / 101 \\
                 Research Problems and Stellar Distributions, circa 1910
                 / 112 \\
                 Research Problems and Stellar Motions, circa 1910 / 126
                 \\
                 Methodology, Stellar Statistics, and Scientific
                 Explanation / 136 \\
                 6. Statistical Cosmology as a Research Program,
                 1915--1922 / 141 \\
                 Statistical Cosmology, 1915--1920 / 141 \\
                 Seeliger's Cosmology / 141 \\
                 The ``Kapteyn Universe'' Statistical Cosmology,
                 1910--1922 / 150 \\
                 7. Internationalization of Astronomy / 160 \\
                 Kapteyn and International Science / 162 \\
                 Seeliger and German Astronomy / 175 \\
                 Internationalizing of Statistical Cosmology / 181 \\
                 Part III. Statistical Cosmology and the Second
                 Astronomical Revolution \\
                 8. The Decline of a Research Program / 189 \\
                 Shapley's Cosmology / 191 \\
                 The Dutch Reaction / 202 \\
                 The German and Swedish Responses / 212 \\
                 The Beginning of a New Consensus / 218 \\
                 9. Conclusion: Research Programs in Transition / 221
                 \\
                 The ``New Astronomy'' / 221 \\
                 Concluding Comments / 231 \\
                 Appendix I: Seeliger's Star-Ratio Function / 237 \\
                 Appendix II: Seeliger's Density Theorem / 240 \\
                 Bibliographical Note / 246 \\
                 Index / 255",
}


bibtype: book
filename: einstein.bib
label: Will:1993:TEG
author: Clifford M. Will
title: Theory and experiment in gravitational physics
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
edition: Revised
pages: xvi + 380
year: 1993
ISBN: 0-521-43973-6 (paperback) OR 0521439736 (paperback)
ISBN13: 978-0-521-43973-2 (paperback) OR 9780521439732 (paperback)
LCCN: QC178 .W47 1993
bibdate: Tue Sep 9 07:20:34 MDT 2014
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2014.09.09 07:20:34 MDT
subject: Gravitation
acknowledgement: ack-nhfb
authordates: 1946--
rawauthor: Clifford M. Will
rawtitle: Theory and experiment in gravitational physics
URL:
http://www.loc.gov/catdir/description/cam025/92029555.html; http://www.loc.gov/catdir/toc/cam028/92029555.html

TOC:
Preface to Revised Edition / xiii Preface to First Edition / xv Introduction / 1 The Einstein Equivalence Principle and the Foundations of Gravitation Theory / 13 The Dicke Framework / 16 Basic Criteria for the Viability of a Gravitation Theory / 18 The Einstein Equivalence Principle / 22 Experimental Tests of the Einstein Equivalence Principle / 24 Schiff's Conjecture / 38 The TH$epsilon mu $ Formalism / 45 Gravitation as a Geometric Phenomenon / 67 Universal Coupling / 67 Nongravitational Physics in Curved Spacetime / 68 Long-Range Gravitational Fields and the Strong Equivalence Principle / 79 The Parametrized Post-Newtonian Formalism / 86 The Post-Newtonian Limit / 87 The Standard Post-Newtonian Gauge / 96 Lorentz Transformations and the PPN Metric / 99 Conservation Laws in the PPN Formalism / 105 Post-Newtonian Limits of Alternative Metric Theories of Gravity / 116 Method of Calculation / 116 General Relativity / 121 Scalar-Tensor Theories / 123 Vector-Tensor Theories / 126 Bimetric Theories with Prior Geometry / 130 Stratified Theories / 135 Nonviable Theories / 138 Equations of Motion in the PPN Formalism / 142 Equations of Motion for Photons / 143 Equations of Motion for Massive Bodies / 144 The Locally Measured Gravitational Constant / 153 $N$-Body Lagrangians, Energy Conservation, and the Strong Equivalence Principle / 158 Equations of Motion for Spinning Bodies / 163 The Classical Tests / 166 The Deflection of Light / 167 The Time-Delay of Light / 173 The Perihelion Shift of Mercury / 176 Tests of the Strong Equivalence Principle / 184 The Nordtvedt Effect and the Lunar Eotvos Experiment / 185 Preferred-Frame and Preferred-Location Effects: Geophysical Tests / 190 Preferred-Frame and Preferred-Location Effects: Orbital Tests / 200 Constancy of the Newtonian Gravitational Constant / 202 Experimental Limits on the PPN Parameters / 204 Other Tests of Post-Newtonian Gravity / 207 The Gyroscope Experiment / 208 Laboratory Tests of Post-Newtonian Gravity / 213 Tests of Post-Newtonian Conservation Laws / 215 Gravitational Radiation as a Tool for Testing Relativistic Gravity / 221 Speed of Gravitational Waves / 223 Polarization of Gravitational Waves / 227 Multipole Generation of Gravitational Waves and Gravitational Radiation Damping / 238 Structure and Motion of Compact Objects in Alternative Theories of Gravity / 255 Structure of Neutron Stars / 257 Structure and Existence of Black Holes / 264 The Motion of Compact Objects: A Modified EIH Formalism / 266 The Binary Pulsar / 283 Arrival-Time Analysis for the Binary Pulsar / 287 The Binary Pulsar According to General Relativity / 303 The Binary Pulsar in Other Theories of Gravity / 306 Cosmological Tests / 310 Cosmological Models in Alternative Theories of Gravity / 312 Cosmological Tests of Alternative Theories / 316 An Update / 320 The Einstein Equivalence Principle / 320 The PPN Framework and Alternative Metric Theories of Gravity / 331 Tests of Post-Newtonian Gravity / 332 Experimental Gravitation: Is there a Future? / 338 The Rise and Fall of the Fifth Force / 341 Stellar-System Tests of Gravitational Theory / 343 Conclusions / 352 References / 353 References to Chapter 14 / 371 Index / 375

rawTOC:
Preface to Revised Edition / xiii \\ Preface to First Edition / xv \\ Introduction / 1 \\ The Einstein Equivalence Principle and the Foundations of Gravitation Theory / 13 \\ The Dicke Framework / 16 \\ Basic Criteria for the Viability of a Gravitation Theory / 18 \\ The Einstein Equivalence Principle / 22 \\ Experimental Tests of the Einstein Equivalence Principle / 24 \\ Schiff's Conjecture / 38 \\ The TH$\epsilon \mu$ Formalism / 45 \\ Gravitation as a Geometric Phenomenon / 67 \\ Universal Coupling / 67 \\ Nongravitational Physics in Curved Spacetime / 68 \\ Long-Range Gravitational Fields and the Strong Equivalence Principle / 79 \\ The Parametrized Post-Newtonian Formalism / 86 \\ The Post-Newtonian Limit / 87 \\ The Standard Post-Newtonian Gauge / 96 \\ Lorentz Transformations and the PPN Metric / 99 \\ Conservation Laws in the PPN Formalism / 105 \\ Post-Newtonian Limits of Alternative Metric Theories of Gravity / 116 \\ Method of Calculation / 116 \\ General Relativity / 121 \\ Scalar-Tensor Theories / 123 \\ Vector-Tensor Theories / 126 \\ Bimetric Theories with Prior Geometry / 130 \\ Stratified Theories / 135 \\ Nonviable Theories / 138 \\ Equations of Motion in the PPN Formalism / 142 \\ Equations of Motion for Photons / 143 \\ Equations of Motion for Massive Bodies / 144 \\ The Locally Measured Gravitational Constant / 153 \\ $N$-Body Lagrangians, Energy Conservation, and the Strong Equivalence Principle / 158 \\ Equations of Motion for Spinning Bodies / 163 \\ The Classical Tests / 166 \\ The Deflection of Light / 167 \\ The Time-Delay of Light / 173 \\ The Perihelion Shift of Mercury / 176 \\ Tests of the Strong Equivalence Principle / 184 \\ The Nordtvedt Effect and the Lunar E{\"o}tv{\"o}s Experiment / 185 \\ Preferred-Frame and Preferred-Location Effects: Geophysical Tests / 190 \\ Preferred-Frame and Preferred-Location Effects: Orbital Tests / 200 \\ Constancy of the Newtonian Gravitational Constant / 202 \\ Experimental Limits on the PPN Parameters / 204 \\ Other Tests of Post-Newtonian Gravity / 207 \\ The Gyroscope Experiment / 208 \\ Laboratory Tests of Post-Newtonian Gravity / 213 \\ Tests of Post-Newtonian Conservation Laws / 215 \\ Gravitational Radiation as a Tool for Testing Relativistic Gravity / 221 \\ Speed of Gravitational Waves / 223 \\ Polarization of Gravitational Waves / 227 \\ Multipole Generation of Gravitational Waves and Gravitational Radiation Damping / 238 \\ Structure and Motion of Compact Objects in Alternative Theories of Gravity / 255 \\ Structure of Neutron Stars / 257 \\ Structure and Existence of Black Holes / 264 \\ The Motion of Compact Objects: A Modified EIH Formalism / 266 \\ The Binary Pulsar / 283 \\ Arrival-Time Analysis for the Binary Pulsar / 287 \\ The Binary Pulsar According to General Relativity / 303 \\ The Binary Pulsar in Other Theories of Gravity / 306 \\ Cosmological Tests / 310 \\ Cosmological Models in Alternative Theories of Gravity / 312 \\ Cosmological Tests of Alternative Theories / 316 \\ An Update / 320 \\ The Einstein Equivalence Principle / 320 \\ The PPN Framework and Alternative Metric Theories of Gravity / 331 \\ Tests of Post-Newtonian Gravity / 332 \\ Experimental Gravitation: Is there a Future? / 338 \\ The Rise and Fall of the Fifth Force / 341 \\ Stellar-System Tests of Gravitational Theory / 343 \\ Conclusions / 352 \\ References / 353 \\ References to Chapter 14 / 371 \\ Index / 375

entry:
@Book{Will:1993:TEG,
  author =       "Clifford M. Will",
  title =        "Theory and experiment in gravitational physics",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  edition =      "Revised",
  pages =        "xvi + 380",
  year =         "1993",
  ISBN =         "0-521-43973-6 (paperback)",
  ISBN-13 =      "978-0-521-43973-2 (paperback)",
  LCCN =         "QC178 .W47 1993",
  bibdate =      "Tue Sep 9 07:20:34 MDT 2014",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/cam025/92029555.html;
                 http://www.loc.gov/catdir/toc/cam028/92029555.html",
  acknowledgement = ack-nhfb,
  author-dates = "1946--",
  subject =      "Gravitation",
  tableofcontents = "Preface to Revised Edition / xiii \\
                 Preface to First Edition / xv \\
                 Introduction / 1 \\
                 The Einstein Equivalence Principle and the Foundations
                 of Gravitation Theory / 13 \\
                 The Dicke Framework / 16 \\
                 Basic Criteria for the Viability of a Gravitation
                 Theory / 18 \\
                 The Einstein Equivalence Principle / 22 \\
                 Experimental Tests of the Einstein Equivalence
                 Principle / 24 \\
                 Schiff's Conjecture / 38 \\
                 The TH$\epsilon \mu$ Formalism / 45 \\
                 Gravitation as a Geometric Phenomenon / 67 \\
                 Universal Coupling / 67 \\
                 Nongravitational Physics in Curved Spacetime / 68 \\
                 Long-Range Gravitational Fields and the Strong
                 Equivalence Principle / 79 \\
                 The Parametrized Post-Newtonian Formalism / 86 \\
                 The Post-Newtonian Limit / 87 \\
                 The Standard Post-Newtonian Gauge / 96 \\
                 Lorentz Transformations and the PPN Metric / 99 \\
                 Conservation Laws in the PPN Formalism / 105 \\
                 Post-Newtonian Limits of Alternative Metric Theories of
                 Gravity / 116 \\
                 Method of Calculation / 116 \\
                 General Relativity / 121 \\
                 Scalar-Tensor Theories / 123 \\
                 Vector-Tensor Theories / 126 \\
                 Bimetric Theories with Prior Geometry / 130 \\
                 Stratified Theories / 135 \\
                 Nonviable Theories / 138 \\
                 Equations of Motion in the PPN Formalism / 142 \\
                 Equations of Motion for Photons / 143 \\
                 Equations of Motion for Massive Bodies / 144 \\
                 The Locally Measured Gravitational Constant / 153 \\
                 $N$-Body Lagrangians, Energy Conservation, and the
                 Strong Equivalence Principle / 158 \\
                 Equations of Motion for Spinning Bodies / 163 \\
                 The Classical Tests / 166 \\
                 The Deflection of Light / 167 \\
                 The Time-Delay of Light / 173 \\
                 The Perihelion Shift of Mercury / 176 \\
                 Tests of the Strong Equivalence Principle / 184 \\
                 The Nordtvedt Effect and the Lunar E{\"o}tv{\"o}s
                 Experiment / 185 \\
                 Preferred-Frame and Preferred-Location Effects:
                 Geophysical Tests / 190 \\
                 Preferred-Frame and Preferred-Location Effects: Orbital
                 Tests / 200 \\
                 Constancy of the Newtonian Gravitational Constant / 202
                 \\
                 Experimental Limits on the PPN Parameters / 204 \\
                 Other Tests of Post-Newtonian Gravity / 207 \\
                 The Gyroscope Experiment / 208 \\
                 Laboratory Tests of Post-Newtonian Gravity / 213 \\
                 Tests of Post-Newtonian Conservation Laws / 215 \\
                 Gravitational Radiation as a Tool for Testing
                 Relativistic Gravity / 221 \\
                 Speed of Gravitational Waves / 223 \\
                 Polarization of Gravitational Waves / 227 \\
                 Multipole Generation of Gravitational Waves and
                 Gravitational Radiation Damping / 238 \\
                 Structure and Motion of Compact Objects in Alternative
                 Theories of Gravity / 255 \\
                 Structure of Neutron Stars / 257 \\
                 Structure and Existence of Black Holes / 264 \\
                 The Motion of Compact Objects: A Modified EIH Formalism
                 / 266 \\
                 The Binary Pulsar / 283 \\
                 Arrival-Time Analysis for the Binary Pulsar / 287 \\
                 The Binary Pulsar According to General Relativity / 303
                 \\
                 The Binary Pulsar in Other Theories of Gravity / 306
                 \\
                 Cosmological Tests / 310 \\
                 Cosmological Models in Alternative Theories of Gravity
                 / 312 \\
                 Cosmological Tests of Alternative Theories / 316 \\
                 An Update / 320 \\
                 The Einstein Equivalence Principle / 320 \\
                 The PPN Framework and Alternative Metric Theories of
                 Gravity / 331 \\
                 Tests of Post-Newtonian Gravity / 332 \\
                 Experimental Gravitation: Is there a Future? / 338 \\
                 The Rise and Fall of the Fifth Force / 341 \\
                 Stellar-System Tests of Gravitational Theory / 343 \\
                 Conclusions / 352 \\
                 References / 353 \\
                 References to Chapter 14 / 371 \\
                 Index / 375",
}


bibtype: book
filename: einstein.bib
label: Gosling:1994:MPH
author: Francis G. (Francis George) Gosling
title: The Manhattan Project: making the atomic bomb
publisher: History Division, Executive Secretariat, Human Resources and Administration, Department of Energy
address: Washington, DC, USA
pages: vii + 66
month: sep
monthnumber: 9
year: 1994
bibdate: Wed Dec 21 17:36:40 MST 2005
bibsource: bobcat.nyu.edu:210/ADVANCE; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2005.12.21 17:36:40 MST
series: Energy history series
remark: Distributed to depository libraries in microfiche. Shipping list no. 95-0471-M. DOE/HR-0096.
subject: Atomic bomb; United States; History; Japan; History; 1945-
acknowledgement: ack-nhfb
rawauthor: Francis G. (Francis George) Gosling
rawtitle: The {Manhattan Project}: making the atomic bomb
entry:
@Book{Gosling:1994:MPH,
  author =       "Francis G. (Francis George) Gosling",
  title =        "The {Manhattan Project}: making the atomic bomb",
  publisher =    "History Division, Executive Secretariat, Human
                 Resources and Administration, Department of Energy",
  address =      "Washington, DC, USA",
  pages =        "vii + 66",
  month =        sep,
  year =         "1994",
  bibdate =      "Wed Dec 21 17:36:40 MST 2005",
  bibsource =    "bobcat.nyu.edu:210/ADVANCE;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  series =       "Energy history series",
  acknowledgement = ack-nhfb,
  remark =       "Distributed to depository libraries in microfiche.
                 Shipping list no. 95-0471-M. DOE/HR-0096.",
  subject =      "Atomic bomb; United States; History; Japan; History;
                 1945-",
}


bibtype: book
filename: einstein.bib
label: Ohanian:1994:GS
author: Hans C. Ohanian and Remo Ruffini
title: Gravitation and spacetime
publisher: pub-NORTON
address: pub-NORTON:adr
edition: Second
pages: xv + 679
year: 1994
ISBN: 0-393-96501-5 OR 0393965015
ISBN13: 978-0-393-96501-8 OR 9780393965018
LCCN: QC178 .O35 1994
bibdate: Wed Dec 24 14:11:47 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:47 MST
URL: http://www.zentralblattmath.org/zmath/en/search/?an=0846.53052
subject: Gravitation; Space and time
acknowledgement: ack-nhfb
rawauthor: Hans C. Ohanian and Remo Ruffini
rawtitle: Gravitation and spacetime
TOC:
Newton's gravitational theory The formalism of special relativity The linear approximation Applications of the linear approximation Gravitational waves Riemannian geometry Einstein's gravitational theory Black holes and gravitational collapse Cosmology The early universe Appendix: The variational principle in field theory and the canonical energy--momentum tensor

rawTOC:
Newton's gravitational theory \\ The formalism of special relativity \\ The linear approximation \\ Applications of the linear approximation \\ Gravitational waves \\ Riemannian geometry \\ Einstein's gravitational theory \\ Black holes and gravitational collapse \\ Cosmology \\ The early universe \\ Appendix: The variational principle in field theory and the canonical energy--momentum tensor

entry:
@Book{Ohanian:1994:GS,
  author =       "Hans C. Ohanian and Remo Ruffini",
  title =        "Gravitation and spacetime",
  publisher =    pub-NORTON,
  address =      pub-NORTON:adr,
  edition =      "Second",
  pages =        "xv + 679",
  year =         "1994",
  ISBN =         "0-393-96501-5",
  ISBN-13 =      "978-0-393-96501-8",
  LCCN =         "QC178 .O35 1994",
  bibdate =      "Wed Dec 24 14:11:47 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.zentralblattmath.org/zmath/en/search/?an=0846.53052",
  acknowledgement = ack-nhfb,
  subject =      "Gravitation; Space and time",
  tableofcontents = "Newton's gravitational theory \\
                 The formalism of special relativity \\
                 The linear approximation \\
                 Applications of the linear approximation \\
                 Gravitational waves \\
                 Riemannian geometry \\
                 Einstein's gravitational theory \\
                 Black holes and gravitational collapse \\
                 Cosmology \\
                 The early universe \\
                 Appendix: The variational principle in field theory and
                 the canonical energy--momentum tensor",
}


bibtype: book
filename: einstein.bib
label: Wald:1994:QFT
author: Robert M. Wald
title: Quantum field theory in curved spacetime and black hole thermodynamics
publisher: pub-U-CHICAGO
address: pub-U-CHICAGO:adr
pages: xiii + 205
year: 1994
ISBN: 0-226-87025-1 (hardcover), 0-226-87027-8 (paper) OR 0226870251 (hardcover), 0226870278 (paper)
LCCN: QC174.45 .W35 1994
bibdate: Wed Dec 24 13:51:25 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:51:25 MST
series: Chicago lectures in physics
subject: Quantum field theory; Black holes (Astronomy); Gravitational fields; Space and time; Thermodynamics
acknowledgement: ack-nhfb
rawauthor: Robert M. Wald
rawtitle: Quantum field theory in curved spacetime and black hole thermodynamics
ISBN13:
978-0-226-87025-0 (hardcover), 978-0-226-87027-4 (paper) OR 9780226870250 (hardcover), 9780226870274 (paper)

URL:
http://www.loc.gov/catdir/description/uchi051/94011065.html; http://www.loc.gov/catdir/enhancements/fy0609/94011065-b.html; http://www.loc.gov/catdir/toc/uchi051/94011065.html; http://www.zentralblattmath.org/zmath/en/search/?an=0842.53052

TOC:
Preface Notation, Conventions, and Terminology Introduction and Overview Quantum Mechanical Preliminaries Quantum Fields in Flat Spacetime Quantum Fields in Curved Spacetime The Unruh Effect Classical Black Hole Thermodynamics The Hawking Effect Appendix: Some Basic Definitions and Constructions Pertaining to Hilbert Spaces References Notation Index General Index

rawTOC:
Preface \\ Notation, Conventions, and Terminology \\ Introduction and Overview \\ Quantum Mechanical Preliminaries \\ Quantum Fields in Flat Spacetime \\ Quantum Fields in Curved Spacetime \\ The Unruh Effect \\ Classical Black Hole Thermodynamics \\ The Hawking Effect \\ Appendix: Some Basic Definitions and Constructions Pertaining to Hilbert Spaces \\ References \\ Notation Index \\ General Index

entry:
@Book{Wald:1994:QFT,
  author =       "Robert M. Wald",
  title =        "Quantum field theory in curved spacetime and black
                 hole thermodynamics",
  publisher =    pub-U-CHICAGO,
  address =      pub-U-CHICAGO:adr,
  pages =        "xiii + 205",
  year =         "1994",
  ISBN =         "0-226-87025-1 (hardcover), 0-226-87027-8 (paper)",
  ISBN-13 =      "978-0-226-87025-0 (hardcover), 978-0-226-87027-4
                 (paper)",
  LCCN =         "QC174.45 .W35 1994",
  bibdate =      "Wed Dec 24 13:51:25 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Chicago lectures in physics",
  URL =          "http://www.loc.gov/catdir/description/uchi051/94011065.html;
                 http://www.loc.gov/catdir/enhancements/fy0609/94011065-b.html;
                 http://www.loc.gov/catdir/toc/uchi051/94011065.html;
                 http://www.zentralblattmath.org/zmath/en/search/?an=0842.53052",
  acknowledgement = ack-nhfb,
  subject =      "Quantum field theory; Black holes (Astronomy);
                 Gravitational fields; Space and time; Thermodynamics",
  tableofcontents = "Preface \\
                 Notation, Conventions, and Terminology \\
                 Introduction and Overview \\
                 Quantum Mechanical Preliminaries \\
                 Quantum Fields in Flat Spacetime \\
                 Quantum Fields in Curved Spacetime \\
                 The Unruh Effect \\
                 Classical Black Hole Thermodynamics \\
                 The Hawking Effect \\
                 Appendix: Some Basic Definitions and Constructions
                 Pertaining to Hilbert Spaces \\
                 References \\
                 Notation Index \\
                 General Index",
}


bibtype: book
filename: einstein.bib
label: Dorato:1995:TRS
author: Mauro Dorato
title: Time and reality: spacetime physics and the objectivity of temporal becoming
volume: 11
publisher: CLUEB
address: Bologna
pages: xiii + 235
year: 1995
ISBN: 88-8091-172-4 OR 8880911724
ISBN13: 978-88-8091-172-2 OR 9788880911722
LCCN: QC6.4.R42 D67 1995
bibdate: Wed Jun 6 08:25:49 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:25:49 MDT
series: Collana di studi epistemologici
subject: physics; philosophy; reality; space and time; time; history
acknowledgement: ack-nhfb
rawauthor: Mauro Dorato
rawtitle: Time and reality: spacetime physics and the objectivity of temporal becoming
TOC:
The A B C of time Semantical and ontological realism The instant view of reality The empty view of the future The half-full view of the future The full view of the future On defining ontological determinateness and determinedness Determinateness, determinedness and the tree model of reality The status of temporal becoming and Godel's argument from special relativity The relativistic instant view of reality The relativistic non-full views of the future Two dilemmas of relativistic temporal becoming Cosmic time and temporal becoming

rawTOC:
The A B C of time \\ Semantical and ontological realism \\ The instant view of reality \\ The empty view of the future \\ The half-full view of the future \\ The full view of the future \\ On defining ontological determinateness and determinedness \\ Determinateness, determinedness and the tree model of reality \\ The status of temporal becoming and G{\"o}del's argument from special relativity \\ The relativistic instant view of reality \\ The relativistic non-full views of the future \\ Two dilemmas of relativistic temporal becoming \\ Cosmic time and temporal becoming

entry:
@Book{Dorato:1995:TRS,
  author =       "Mauro Dorato",
  title =        "Time and reality: spacetime physics and the
                 objectivity of temporal becoming",
  volume =       "11",
  publisher =    "CLUEB",
  address =      "Bologna",
  pages =        "xiii + 235",
  year =         "1995",
  ISBN =         "88-8091-172-4",
  ISBN-13 =      "978-88-8091-172-2",
  LCCN =         "QC6.4.R42 D67 1995",
  bibdate =      "Wed Jun 6 08:25:49 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Collana di studi epistemologici",
  acknowledgement = ack-nhfb,
  subject =      "physics; philosophy; reality; space and time; time;
                 history",
  tableofcontents = "The A B C of time \\
                 Semantical and ontological realism \\
                 The instant view of reality \\
                 The empty view of the future \\
                 The half-full view of the future \\
                 The full view of the future \\
                 On defining ontological determinateness and
                 determinedness \\
                 Determinateness, determinedness and the tree model of
                 reality \\
                 The status of temporal becoming and G{\"o}del's
                 argument from special relativity \\
                 The relativistic instant view of reality \\
                 The relativistic non-full views of the future \\
                 Two dilemmas of relativistic temporal becoming \\
                 Cosmic time and temporal becoming",
}


bibtype: book
filename: einstein.bib
label: Peskin:1995:IQF
author: Michael Edward Peskin and Daniel V. Schroeder
title: An introduction to quantum field theory
publisher: pub-AW
address: pub-AW:adr
pages: xxii + 842
year: 1995
ISBN: 0-201-50397-2, 0-201-50934-2 (paperback) OR 0201503972, 0201509342 (paperback)
ISBN13: 978-0-201-50397-5, 978-0-201-50934-2 (paperback) OR 9780201503975, 9780201509342 (paperback)
LCCN: QC174.45 .P465 1995b; QC174.45 .P465 1995; QC174.45 .P48 1995
bibdate: Wed Aug 12 18:20:27 MDT 2009
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; melvyl.cdlib.org:210/CDL90
bibtimestamp: 2009.08.12 18:20:27 MDT
subject: quantum field theory; Feynman diagrams; renormalization (physics); gauge fields (physics)
acknowledgement: ack-nhfb
rawauthor: Michael Edward Peskin and Daniel V. Schroeder
rawtitle: An introduction to quantum field theory
TOC:
1. Pair Production in $e^+ e^-$ Annihilation 2. The Klein-Gordon Field 3. The Dirac Field 4. Interacting Fields and Feynman Diagrams 5. Elementary Processes of Quantum Electrodynamics 6. Radiative Corrections: Introduction 7. Radiative Corrections: Some Formal Developments 8. Ultraviolet Cutoffs and Critical Fluctuations 9. Functional Methods 10. Systematics of Renormalization 11. Renormalization and Symmetry 12. The Renormalization Group 13. Critical Exponents and Scalar Field Theory 14. The Parton Model of Hadron Structure 15. Non-Abelian Gauge Invariance 16. Quantization of Non-Abelian Gauge Theories 17. Quantum Chromodynamics 18. Operator Products and Effective Vertices 19. Perturbation Theory Anomalies 20. Gauge Theories with Spontaneous Symmetry Breaking 21. Quantization of Spontaneously Broken Gauge Theories 22. Quantum Field Theory at the Frontier Appendix: Reference Formulae

rawTOC:
1. Pair Production in $e^+ e^-$ Annihilation \\ 2. The Klein-Gordon Field \\ 3. The Dirac Field \\ 4. Interacting Fields and Feynman Diagrams \\ 5. Elementary Processes of Quantum Electrodynamics \\ 6. Radiative Corrections: Introduction \\ 7. Radiative Corrections: Some Formal Developments \\ 8. Ultraviolet Cutoffs and Critical Fluctuations \\ 9. Functional Methods \\ 10. Systematics of Renormalization \\ 11. Renormalization and Symmetry \\ 12. The Renormalization Group \\ 13. Critical Exponents and Scalar Field Theory \\ 14. The Parton Model of Hadron Structure \\ 15. Non-Abelian Gauge Invariance \\ 16. Quantization of Non-Abelian Gauge Theories \\ 17. Quantum Chromodynamics \\ 18. Operator Products and Effective Vertices \\ 19. Perturbation Theory Anomalies \\ 20. Gauge Theories with Spontaneous Symmetry Breaking \\ 21. Quantization of Spontaneously Broken Gauge Theories \\ 22. Quantum Field Theory at the Frontier \\ Appendix: Reference Formulae

entry:
@Book{Peskin:1995:IQF,
  author =       "Michael Edward Peskin and Daniel V. Schroeder",
  title =        "An introduction to quantum field theory",
  publisher =    pub-AW,
  address =      pub-AW:adr,
  pages =        "xxii + 842",
  year =         "1995",
  ISBN =         "0-201-50397-2, 0-201-50934-2 (paperback)",
  ISBN-13 =      "978-0-201-50397-5, 978-0-201-50934-2 (paperback)",
  LCCN =         "QC174.45 .P465 1995b; QC174.45 .P465 1995; QC174.45
                 .P48 1995",
  bibdate =      "Wed Aug 12 18:20:27 MDT 2009",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 melvyl.cdlib.org:210/CDL90",
  acknowledgement = ack-nhfb,
  subject =      "quantum field theory; Feynman diagrams;
                 renormalization (physics); gauge fields (physics)",
  tableofcontents = "1. Pair Production in $e^+ e^-$ Annihilation \\
                 2. The Klein-Gordon Field \\
                 3. The Dirac Field \\
                 4. Interacting Fields and Feynman Diagrams \\
                 5. Elementary Processes of Quantum Electrodynamics \\
                 6. Radiative Corrections: Introduction \\
                 7. Radiative Corrections: Some Formal Developments \\
                 8. Ultraviolet Cutoffs and Critical Fluctuations \\
                 9. Functional Methods \\
                 10. Systematics of Renormalization \\
                 11. Renormalization and Symmetry \\
                 12. The Renormalization Group \\
                 13. Critical Exponents and Scalar Field Theory \\
                 14. The Parton Model of Hadron Structure \\
                 15. Non-Abelian Gauge Invariance \\
                 16. Quantization of Non-Abelian Gauge Theories \\
                 17. Quantum Chromodynamics \\
                 18. Operator Products and Effective Vertices \\
                 19. Perturbation Theory Anomalies \\
                 20. Gauge Theories with Spontaneous Symmetry Breaking
                 \\
                 21. Quantization of Spontaneously Broken Gauge Theories
                 \\
                 22. Quantum Field Theory at the Frontier \\
                 Appendix: Reference Formulae",
}


bibtype: book
filename: einstein.bib
label: Weinberg:1995:QTF
author: Steven Weinberg
title: The quantum theory of fields
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
pages: xxvi + 609
year: 1995 -- 2000
LCCN: 27; BFJ; QC174.45 .W45 1995
bibdate: Wed Jul 28 16:16:05 MDT 2010
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; library.ox.ac.uk:210/ADVANCE
bibtimestamp: 2010.07.28 16:16:05 MDT
subject: Quantum field theory
TOC: Vol. 1: Foundations Vol. 2: Modern applications Vol. 3: Supersymmetry
acknowledgement: ack-nhfb
rawauthor: Steven Weinberg
rawtitle: The quantum theory of fields
rawTOC: Vol. 1: Foundations \\ Vol. 2: Modern applications \\ Vol. 3: Supersymmetry
ISBN:
0-521-58555-4 (set: hardcover), 0-521-67056-X (set: paperback), 0-521-55001-7 (vol. 1: hardcover), 0-521-67053-5 (vol. 1: paperback), 0-521-55002-5 (vol. 2: hardcover), 0-521-67054-3 (vol. 2: paperback), 0-521-66000-9 (vol. 3: hardcover), 0-521-67055-1 (vol. 3: paperback) OR 0521585554 (set: hardcover), 052167056X (set: paperback), 0521550017 (vol. 1: hardcover), 0521670535 (vol. 1: paperback), 0521550025 (vol. 2: hardcover), 0521670543 (vol. 2: paperback), 0521660009 (vol. 3: hardcover), 0521670551 (vol. 3: paperback)

ISBN13:
978-0-521-58555-2 (set: hardcover), 978-0-521-67056-2 (set: paperback), 978-0-521-55001-7 (vol. 1: hardcover), 978-0-521-67053-1 (vol. 1: paperback), 978-0-521-55002-4 (vol. 2: hardcover), 978-0-521-67054-8 (vol. 2: paperback), 978-0-521-66000-6 (vol. 3: hardcover), 978-0-521-67055-5 (vol. 3: paperback) OR 9780521585552 (set: hardcover), 9780521670562 (set: paperback), 9780521550017 (vol. 1: hardcover), 9780521670531 (vol. 1: paperback), 9780521550024 (vol. 2: hardcover), 9780521670548 (vol. 2: paperback), 9780521660006 (vol. 3: hardcover), 9780521670555 (vol. 3: paperback)

URL:
http://www.loc.gov/catdir/description/cam026/95002782.html; http://www.loc.gov/catdir/toc/cam021/95002782.html

entry:
@Book{Weinberg:1995:QTF,
  author =       "Steven Weinberg",
  title =        "The quantum theory of fields",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  pages =        "xxvi + 609",
  year =         "1995--2000",
  ISBN =         "0-521-58555-4 (set: hardcover), 0-521-67056-X (set:
                 paperback), 0-521-55001-7 (vol. 1: hardcover),
                 0-521-67053-5 (vol. 1: paperback), 0-521-55002-5 (vol.
                 2: hardcover), 0-521-67054-3 (vol. 2: paperback),
                 0-521-66000-9 (vol. 3: hardcover), 0-521-67055-1 (vol.
                 3: paperback)",
  ISBN-13 =      "978-0-521-58555-2 (set: hardcover), 978-0-521-67056-2
                 (set: paperback), 978-0-521-55001-7 (vol. 1:
                 hardcover), 978-0-521-67053-1 (vol. 1: paperback),
                 978-0-521-55002-4 (vol. 2: hardcover),
                 978-0-521-67054-8 (vol. 2: paperback),
                 978-0-521-66000-6 (vol. 3: hardcover),
                 978-0-521-67055-5 (vol. 3: paperback)",
  LCCN =         "27; BFJ; QC174.45 .W45 1995",
  bibdate =      "Wed Jul 28 16:16:05 MDT 2010",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 library.ox.ac.uk:210/ADVANCE",
  URL =          "http://www.loc.gov/catdir/description/cam026/95002782.html;
                 http://www.loc.gov/catdir/toc/cam021/95002782.html",
  acknowledgement = ack-nhfb,
  subject =      "Quantum field theory",
  tableofcontents = "Vol. 1: Foundations \\
                 Vol. 2: Modern applications \\
                 Vol. 3: Supersymmetry",
}


bibtype: book
filename: einstein.bib
label: Dirac:1996:GTR
author: P. A. M. (Paul Adrien Maurice) Dirac
title: General Theory of Relativity
publisher: pub-PRINCETON
address: pub-PRINCETON:adr
pages: viii + 69
year: 1996
ISBN: 0-691-01146-X (paperback) OR 069101146X (paperback)
ISBN13: 978-0-691-01146-2 (paperback) OR 9780691011462 (paperback)
LCCN: QC173.6 .D57 1996
bibdate: Wed Dec 24 13:29:26 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:29:26 MST
series: Princeton landmarks in mathematics and physics; Princeton paperbacks
remark: Originally published: New York: Wiley, 1975.
subject: General relativity (Physics)
acknowledgement: ack-nhfb
authordates: 1902--1984
rawauthor: P. A. M. (Paul Adrien Maurice) Dirac
rawtitle: {General Theory of Relativity}
URL:
http://press.princeton.edu/titles/5813.html; http://www.loc.gov/catdir/description/prin021/95046196.html; http://www.loc.gov/catdir/toc/prin031/95046196.html

TOC:
1. Special Relativity / 1 2. Oblique Axes / 3 3. Curvilinear Coordinates / 5 4. Nontensors / 8 5. Curved Space / 9 6. Parallel Displacement / 10 7. Christoffel Symbols / 12 8. Geodesics / 14 9. The Stationary Property of Geodesics / 16 10. Covariant Differentiation / 17 11. The Curvature Tensor / 20 12. The Condition for Fiat Space / 22 13. The Bianci Relations / 23 14. The Ricci Tensor / 24 15. Einstein's Law of Gravitation / 25 16. The Newtonian Approximation / 26 17. The Gravitational Red Shift / 29 18. The Schwarzchild Solution / 30 19. Black Holes / 32 20. Tensor Densities / 36 21. Gauss and Stokes Theorems / 38 22. Harmonie Coordinates / 40 23. The Electromagnetic Field / 41 24. Modification of the Einstein Equations by the Presence of Matter / 43 25. The Material Energy Tensor / 45 26. The Gravitational Action Principle / 48 27. The Action for a Continuous Distribution of Matter / 50 28. The Action for the Electromagnetic Field / 54 29. The Action for Charged Matter / 55 30. The Comprehensive Action Principle / 58 31. The Pseudo-Energy Tensor of the Gravitational Field / 61 32. Explicit Expression for the Pseudo-Tensor / 63 33. Gravitational Waves / 64 34. The Polarization of Gravitational Waves / 66 35. The Cosmological Term / 68 Index / 71

rawTOC:
1. Special Relativity / 1 \\ 2. Oblique Axes / 3 \\ 3. Curvilinear Coordinates / 5 \\ 4. Nontensors / 8 \\ 5. Curved Space / 9 \\ 6. Parallel Displacement / 10 \\ 7. Christoffel Symbols / 12 \\ 8. Geodesics / 14 \\ 9. The Stationary Property of Geodesics / 16 \\ 10. Covariant Differentiation / 17 \\ 11. The Curvature Tensor / 20 \\ 12. The Condition for Fiat Space / 22 \\ 13. The Bianci Relations / 23 \\ 14. The Ricci Tensor / 24 \\ 15. Einstein's Law of Gravitation / 25 \\ 16. The Newtonian Approximation / 26 \\ 17. The Gravitational Red Shift / 29 \\ 18. The Schwarzchild Solution / 30 \\ 19. Black Holes / 32 \\ 20. Tensor Densities / 36 \\ 21. Gauss and Stokes Theorems / 38 \\ 22. Harmonie Coordinates / 40 \\ 23. The Electromagnetic Field / 41 \\ 24. Modification of the Einstein Equations by the Presence of Matter / 43 \\ 25. The Material Energy Tensor / 45 \\ 26. The Gravitational Action Principle / 48 \\ 27. The Action for a Continuous Distribution of Matter / 50 \\ 28. The Action for the Electromagnetic Field / 54 \\ 29. The Action for Charged Matter / 55 \\ 30. The Comprehensive Action Principle / 58 \\ 31. The Pseudo-Energy Tensor of the Gravitational Field / 61 \\ 32. Explicit Expression for the Pseudo-Tensor / 63 \\ 33. Gravitational Waves / 64 \\ 34. The Polarization of Gravitational Waves / 66 \\ 35. The Cosmological Term / 68 \\ Index / 71

entry:
@Book{Dirac:1996:GTR,
  author =       "P. A. M. (Paul Adrien Maurice) Dirac",
  title =        "{General Theory of Relativity}",
  publisher =    pub-PRINCETON,
  address =      pub-PRINCETON:adr,
  pages =        "viii + 69",
  year =         "1996",
  ISBN =         "0-691-01146-X (paperback)",
  ISBN-13 =      "978-0-691-01146-2 (paperback)",
  LCCN =         "QC173.6 .D57 1996",
  bibdate =      "Wed Dec 24 13:29:26 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Princeton landmarks in mathematics and physics;
                 Princeton paperbacks",
  URL =          "http://press.princeton.edu/titles/5813.html;
                 http://www.loc.gov/catdir/description/prin021/95046196.html;
                 http://www.loc.gov/catdir/toc/prin031/95046196.html",
  acknowledgement = ack-nhfb,
  author-dates = "1902--1984",
  remark =       "Originally published: New York: Wiley, 1975.",
  subject =      "General relativity (Physics)",
  tableofcontents = "1. Special Relativity / 1 \\
                 2. Oblique Axes / 3 \\
                 3. Curvilinear Coordinates / 5 \\
                 4. Nontensors / 8 \\
                 5. Curved Space / 9 \\
                 6. Parallel Displacement / 10 \\
                 7. Christoffel Symbols / 12 \\
                 8. Geodesics / 14 \\
                 9. The Stationary Property of Geodesics / 16 \\
                 10. Covariant Differentiation / 17 \\
                 11. The Curvature Tensor / 20 \\
                 12. The Condition for Fiat Space / 22 \\
                 13. The Bianci Relations / 23 \\
                 14. The Ricci Tensor / 24 \\
                 15. Einstein's Law of Gravitation / 25 \\
                 16. The Newtonian Approximation / 26 \\
                 17. The Gravitational Red Shift / 29 \\
                 18. The Schwarzchild Solution / 30 \\
                 19. Black Holes / 32 \\
                 20. Tensor Densities / 36 \\
                 21. Gauss and Stokes Theorems / 38 \\
                 22. Harmonie Coordinates / 40 \\
                 23. The Electromagnetic Field / 41 \\
                 24. Modification of the Einstein Equations by the
                 Presence of Matter / 43 \\
                 25. The Material Energy Tensor / 45 \\
                 26. The Gravitational Action Principle / 48 \\
                 27. The Action for a Continuous Distribution of Matter
                 / 50 \\
                 28. The Action for the Electromagnetic Field / 54 \\
                 29. The Action for Charged Matter / 55 \\
                 30. The Comprehensive Action Principle / 58 \\
                 31. The Pseudo-Energy Tensor of the Gravitational Field
                 / 61 \\
                 32. Explicit Expression for the Pseudo-Tensor / 63 \\
                 33. Gravitational Waves / 64 \\
                 34. The Polarization of Gravitational Waves / 66 \\
                 35. The Cosmological Term / 68 \\
                 Index / 71",
}


bibtype: book
filename: einstein.bib
label: Hetherington:1996:HCG
author: Norriss S. Hetherington and Edwin Powell Hubble
title: Hubble's cosmology: a guided study of selected texts
volume: 11
publisher: Pachart Publishing House
address: Tucson, AZ, USA
pages: xx + 218
year: 1996
ISBN: 0-88126-287-0 OR 0881262870
ISBN13: 978-0-88126-287-2 OR 9780881262872
LCCN: QB855 .H47 1996
bibdate: Thu Dec 15 06:31:08 MST 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2011.12.15 06:31:08 MST
series: Pachart history of astronomy series
subject: Nebulae; History; Sources; Cosmology; Hubble, Edwin Powell
acknowledgement: ack-nhfb
subjectdates: 1889--1953
rawauthor: Norriss S. Hetherington and Edwin Powell Hubble
rawtitle: {Hubble}'s cosmology: a guided study of selected texts
TOC:
Photographic investigations of faint nebulae A spiral nebula as a stellar system, Messier 31 A relation between distance and radial velocity among extra-galactic nebulae The problem of the expanding universe The realm of the nebulae (excerpts)

rawTOC:
Photographic investigations of faint nebulae \\ A spiral nebula as a stellar system, Messier 31 \\ A relation between distance and radial velocity among extra-galactic nebulae \\ The problem of the expanding universe \\ The realm of the nebulae (excerpts)

entry:
@Book{Hetherington:1996:HCG,
  author =       "Norriss S. Hetherington and Edwin Powell Hubble",
  title =        "{Hubble}'s cosmology: a guided study of selected
                 texts",
  volume =       "11",
  publisher =    "Pachart Publishing House",
  address =      "Tucson, AZ, USA",
  pages =        "xx + 218",
  year =         "1996",
  ISBN =         "0-88126-287-0",
  ISBN-13 =      "978-0-88126-287-2",
  LCCN =         "QB855 .H47 1996",
  bibdate =      "Thu Dec 15 06:31:08 MST 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Pachart history of astronomy series",
  acknowledgement = ack-nhfb,
  subject =      "Nebulae; History; Sources; Cosmology; Hubble, Edwin
                 Powell",
  subject-dates = "1889--1953",
  tableofcontents = "Photographic investigations of faint nebulae \\
                 A spiral nebula as a stellar system, Messier 31 \\
                 A relation between distance and radial velocity among
                 extra-galactic nebulae \\
                 The problem of the expanding universe \\
                 The realm of the nebulae (excerpts)",
}


bibtype: book
filename: einstein.bib
label: Schramm:1996:BBO
author: David N. Schramm
title: The Big Bang and other explosions in nuclear and particle astrophysics
publisher: pub-WORLD-SCI
address: pub-WORLD-SCI:adr
pages: xix + 710
year: 1996
ISBN: 981-02-2024-3, 981-02-2025-1 (paperback) OR 9810220243, 9810220251 (paperback)
ISBN13: 978-981-02-2024-2, 978-981-02-2025-9 (paperback) OR 9789810220242, 9789810220259 (paperback)
LCCN: QB464 .S37 1995
bibdate: Sun Oct 31 19:52:15 MDT 2010
bibsource: fsz3950.oclc.org:210/WorldCat; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2010.10.31 19:52:15 MDT
subject: nuclear astrophysics; astrophysics; cosmology; Big Bang theory
acknowledgement: ack-nhfb
rawauthor: David N. Schramm
rawtitle: The {Big Bang} and other explosions in nuclear and particle astrophysics
entry:
@Book{Schramm:1996:BBO,
  author =       "David N. Schramm",
  title =        "The {Big Bang} and other explosions in nuclear and
                 particle astrophysics",
  publisher =    pub-WORLD-SCI,
  address =      pub-WORLD-SCI:adr,
  pages =        "xix + 710",
  year =         "1996",
  ISBN =         "981-02-2024-3, 981-02-2025-1 (paperback)",
  ISBN-13 =      "978-981-02-2024-2, 978-981-02-2025-9 (paperback)",
  LCCN =         "QB464 .S37 1995",
  bibdate =      "Sun Oct 31 19:52:15 MDT 2010",
  bibsource =    "fsz3950.oclc.org:210/WorldCat;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  acknowledgement = ack-nhfb,
  subject =      "nuclear astrophysics; astrophysics; cosmology; Big
                 Bang theory",
  tableofcontents-1 = "The Case for the Relativistic Hot Big Bang
                 Cosmology / P. J. E. Peebles, D. N. Schramm, E. L.
                 Turner and R. G. Kron \\
                 The Evolution of the Universe / P. J. E. Peebles, D. N.
                 Schramm, E. L. Turner and R. G. Kron \\
                 An Unbound Universe? / J. R. Gott III, J. E. Gunn, D.
                 N. Schramm and B. M. Tinsley \\
                 The Big Bang Strikes Back / D. N. Schramm \\
                 Big Bang Nucleosynthesis: The Standard Model and
                 Alternatives / D. N. Schramm \\
                 Primordial Nucleosynthesis Redux / T. P. Walker, G.
                 Steigman, D. N. Schramm, K. A. Olive and H.-S. Kang \\
                 On the Origin of Light Elements / H. Reeves, J.
                 Audouze, W. A. Fowler and D. N. Schramm \\
                 The Origin of Deuterium / R. I. Epstein, J. M. Lattimer
                 and D. N. Schramm \\
                 What Can Deuterium Tell Us? / D. N. Schramm and R. V.
                 Wagoner \\
                 Constraints on the Density of Baryons in the Universe /
                 D. N. Schramm \\
                 Contamination of Primordial Helium in Galaxies / G.
                 Steigman, J. S. Gallagher III and D. N. Schramm \\
                 Destruction of $^3$He in Stars / D. S. P. Dearborn, D.
                 N. Schramm and G. Steigman \\
                 Limits to the Primordial Helium Abundance in the
                 Baryon-Inhomogeneous Big Bang / G. J. Mathews, D. N.
                 Schramm and B. S. Meyer \\
                 Lithium Probes the Universe / D. N. Schramm \\
                 Population II $^6$Li as a Probe of Nucleosynthesis and
                 Stellar Structure and Evolution / G. Steigman, B. D.
                 Fields, K. A. Olive, D. N. Schramm and T. P. Walker \\
                 Main Sequence Mass Loss and the Lithium Dip / D. N.
                 Schramm, G. Steigman and D. S. P. Dearborn \\
                 Effects of Convective Overshoot on Lithium Depletion in
                 Main-Sequence Stars / J. M. Straus, J. B. Blake and D.
                 N. Schramm \\
                 Mass Loss and a Possible Population II Lithium Dip / D.
                 S. P. Dearborn, D. N. Schramm and L. M. Hobbs \\
                 Cosmological Limits to the Number of Massive Leptons /
                 G. Steigman, D. N. Schramm and J. E. Gunn \\
                 Cosmology and the Neutron Lifetime / D. N. Schramm and
                 L. Kawano \\
                 On the Relation of the Cosmological Constraints on
                 Neutrino Flavors to the Width of the Z$^0$ / D. N.
                 Schramm and G. Steigman \\
                 Particle Accelerators Test Cosmological Theory / D. N.
                 Schramm and G. Steigman \\
                 Cosmological Constraints on Superweak Particles / G.
                 Steigman, K. A. Olive and D. N. Schramm \\
                 Limits from Supernovae on Neutrino Radiative Lifetimes
                 / S. W. Falk and D. N. Schramm \\
                 Updated Constraints on Axions from SN1987A / R. Mayle,
                 J. R. Wilson, J. Ellis, K. A. Olive, D. N. Schramm and
                 G. Steigman \\
                 Astrophysical and Cosmological Constraints to Neutrino
                 Properties / E. W. Kolb, D. N. Schramm and M. S. Turner
                 \\
                 Some Astrophysical Consequences of the Existence of a
                 Heavy Stable Neutral Lepton / J. E. Gunn, B. W. Lee, I.
                 Lerche, D. N. Schramm and G. Steigman \\
                 General Cosmological Constraints on the Masses of
                 Stable Neutrinos and Other ``Inos'' / K. Freese and D.
                 N. Schramm \\
                 Constraints from Primordial Nucleosynthesis on the Mass
                 of the $\tau$ Neutrino / E. W. Kolb, M. S. Turner, A.
                 Chakravorty and D. N. Schramm \\
                 Astrophysical Constraints on the Couplings of Axions,
                 Majorons, and Familons / D. S. P. Dearborn, D. N.
                 Schramm and G. Steigman \\
                 The Origin of Baryons in the Universe / M. S. Turner
                 and D. N. Schramm \\
                 Cosmology and Elementary-Particle Physics / M. S.
                 Turner and D. N. Schramm \\
                 The Cosmology/Particle Physics Interface / K. A. Olive
                 and D. N. Schramm",
  tableofcontents-2 = "Leptonic and Hadronic Mass Scales - A Cosmic
                 Connection? / H. Fritzsch and D. N. Schramm \\
                 Spontaneous Generation of Density Perturbations in the
                 Early Universe / M. Crawford and D. N. Schramm \\
                 Quark-Hadron and Chiral Transitions and Their Relation
                 to the Early Universe / D. N. Schramm and K. A. Olive
                 \\
                 The Quark-Hadron Transition in the Early Universe / D.
                 N. Schramm \\
                 Big Bang Nucleosynthesis and the Quark-Hadron
                 Transition / H. Kurki-Suonio, R. A. Matzner, K. A.
                 Olive and D. N. Schramm \\
                 Production of Lithium, Beryllium, and Boron From Baryon
                 Inhomogeneous Primordial Nucleosynthesis / D. Thomas,
                 D. N. Schramm, K. A. Olive, G. J. Mathews, B. S. Meyer
                 and B. D. Fields \\
                 Recent Advances in Cosmology / D. N. Schramm \\
                 The Phenomenological Status of Late Time Phase
                 Transition Models after Cosmic Background Radiation
                 Anisotropy Measurements / X. Luo and D. N. Schramm \\
                 Fractals and Cosmological Large-Scale Structure / X.
                 Luo and D. N. Schramm \\
                 Are Galaxies More Strongly Correlated Than Clusters? /
                 A. S. Szalay and D. N. Schramm \\
                 Cosmological Structure Formation from Soft Topological
                 Defects / C. T. Hill, D. N. Schramm and J. N. Fry \\
                 Testing for the Gaussian Nature of Cosmological Density
                 Perturbations through the Three-Point Temperature
                 Correlation Function / X. Luo and D. N. Schramm \\
                 Strings and the Origins of Galaxies / N. Turok and D.
                 N. Schramm \\
                 Can ``Warm'' Particles Provide the Missing Mass in
                 Dwarf Galaxies? / A. L. Melott and D. N. Schramm \\
                 Galaxy and Structure Formation with Hot Dark Matter and
                 Cosmic Strings / R. Brandenberger, N. Kaiser, D. N.
                 Schramm and N. Turok \\
                 Relic Neutrinos and the Density of the Universe / D. N.
                 Schramm and G. Steigman \\
                 Dark Matter and the Origin of Cosmic Structure / D. N.
                 Schramm \\
                 The Age of the Universe: Concordance / D. N. Schramm",
  tableofcontents-3 = "Nucleochronologies and the Mean Age of the
                 Elements / D. N. Schramm and G. J. Wasserburg \\
                 r-Process Production Ratios of Chronologic Importance /
                 P. A. Seeger and D. N. Schramm \\
                 Urban High Energy Cosmic Ray Neutrinos / C. T. Hill and
                 D. N. Schramm \\
                 OB Associations and the Nonuniversality of the Cosmic
                 Abundances: Implications for Cosmic Rays and Meteorites
                 / K. A. Olive and D. N. Schramm \\
                 Implications of the Ultrahigh-Energy Cosmic-Ray
                 Spectrum Observed by the Fly's Eye Detector / C. T.
                 Hill, D. N. Schramm and T. P. Walker \\
                 Beryllium and Boron Constraints on an Early Galactic
                 Bright Phase / B. D. Fields, D. N. Schramm and J. W.
                 Truran \\
                 Grand Unified Theories, Topological Defects and
                 Ultrahigh-Energy Cosmic Rays / P. Bhattacharjee, C. T.
                 Hill and D. N. Schramm \\
                 Photon/Proton Ratio as a Diagnostic Tool for
                 Topological Defects as the Sources of Extremely
                 High-Energy Cosmic Rays / F. A. Aharonian, P.
                 Bhattacharjee and D. N. Schramm \\
                 On the Origin of Highest Energy Cosmic Rays / G. Sigl,
                 D. N. Schramm and P. Bhattacharjee \\
                 High Energy Neutrino Astronomy / D. Eichler and D. N.
                 Schramm \\
                 Origin of Cosmic Rays, Atomic Nuclei and Pulsars in
                 Explosions of Massive Stars / W. D. Arnett and D. N.
                 Schramm \\
                 Neutral Currents and Supernovas / D. N. Schramm and W.
                 D. Arnett \\
                 On the Conditions Required for the r-Process / E. B.
                 Norman and D. N. Schramm \\
                 Neutrino Damping of Nonradial Pulsations in
                 Gravitational Collapse / D. Kazanas and D. N. Schramm
                 \\
                 Supernovae, Grains and the Formation of the Solar
                 System / J. M. Lattimer, D. N. Schramm and L. Grossman
                 \\
                 Neutrinos From Gravitational Collapse / R. Mayle, J. R.
                 Wilson and D. N. Schramm \\
                 Supernova 1987A: 18 Months Later / D. N. Schramm \\
                 The Great Supernova of 1987 / D. N. Schramm \\
                 Supernova Neutrinos / D. N. Schramm \\
                 Did a Supernova Trigger the Formation of the Solar
                 System? / D. N. Schramm and R. N. Clayton \\
                 Protogalactic Mergers and Cosmochronology / G. J.
                 Mathews and D. N. Schramm \\
                 On the Origin and Evolution of s-Process Elements / D.
                 N. Schramm and B. M. Tinsley \\
                 Black-Hole-Neutron-Star Collisions / J. M. Lattimer and
                 D. N. Schramm \\
                 Magneto-hydrodynamics Jets, Pulsar Formation and
                 SN1987a / S. A. Colgate, L. M. Krauss, D. N. Schramm
                 and T. P. Walker \\
                 Antineutrino Astronomy and Geophysics / L. M. Krauss,
                 S. L. Glashow and D. N. Schramm \\
                 Nucleosynthesis, Neutrino Bursts and $\gamma$-rays From
                 Coalescing Neutron Stars / D. Eichler, M. Livio, T.
                 Piran and D. N. Schramm \\
                 The Need for New Neutrino Physics or a Cooler Sun in
                 the Solar Neutrino Problem / X. Shi and D. N. Schramm
                 \\
                 Monte Carlo Exploration of Mikheyev-Smirnov-Wolfenstein
                 Solutions to the Solar Neutrino Problem / X. Shi, D. N.
                 Schramm and J. N. Bahcall \\
                 Neutrinos From a Standard Solar Model / B. W. Filippone
                 and D. N. Schramm",
}


bibtype: book
filename: einstein.bib
label: Chandrasekhar:1998:MTB
author: S. (Subrahmanyan) Chandrasekhar
title: The mathematical theory of black holes
publisher: pub-CLARENDON
address: pub-CLARENDON:adr
pages: xxi + 646
year: 1998
ISBN: 0-19-850370-9 OR 0198503709
ISBN13: 978-0-19-850370-5 OR 9780198503705
LCCN: QB843.B55 C48 1998
bibdate: Wed Aug 12 18:16:20 MDT 2009
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; melvyl.cdlib.org:210/CDL90
bibtimestamp: 2009.08.12 18:16:20 MDT
series: Oxford classic texts in the physical sciences
URL: http://www.zentralblattmath.org/zmath/en/search/?an=0912.53053
subject: black holes (astronomy); mathematics; Kerr black holes; space and time
acknowledgement: ack-nhfb
authordates: 1910--1995
rawauthor: S. (Subrahmanyan) Chandrasekhar
rawtitle: The mathematical theory of black holes
TOC:
Mathematical preliminaries A space--time of sufficient generality The Schwarzchild space--time The perturbations of the Schwarzchild black hole The Reissner--Nordstrom solution The Kerr metric The geodesics in the Kerr space--time Electromagnetic waves in Kerr geometry The gravitational perturbations of the Kerr black hole Spin-1/2 particles in Kerr geometry Other solutions Other methods

rawTOC:
Mathematical preliminaries \\ A space--time of sufficient generality \\ The Schwarzchild space--time \\ The perturbations of the Schwarzchild black hole \\ The Reissner--Nordstrom solution \\ The Kerr metric \\ The geodesics in the Kerr space--time \\ Electromagnetic waves in Kerr geometry \\ The gravitational perturbations of the Kerr black hole \\ Spin-1/2 particles in Kerr geometry \\ Other solutions \\ Other methods

entry:
@Book{Chandrasekhar:1998:MTB,
  author =       "S. (Subrahmanyan) Chandrasekhar",
  title =        "The mathematical theory of black holes",
  publisher =    pub-CLARENDON,
  address =      pub-CLARENDON:adr,
  pages =        "xxi + 646",
  year =         "1998",
  ISBN =         "0-19-850370-9",
  ISBN-13 =      "978-0-19-850370-5",
  LCCN =         "QB843.B55 C48 1998",
  bibdate =      "Wed Aug 12 18:16:20 MDT 2009",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 melvyl.cdlib.org:210/CDL90",
  series =       "Oxford classic texts in the physical sciences",
  URL =          "http://www.zentralblattmath.org/zmath/en/search/?an=0912.53053",
  acknowledgement = ack-nhfb,
  author-dates = "1910--1995",
  subject =      "black holes (astronomy); mathematics; Kerr black
                 holes; space and time",
  tableofcontents = "Mathematical preliminaries \\
                 A space--time of sufficient generality \\
                 The Schwarzchild space--time \\
                 The perturbations of the Schwarzchild black hole \\
                 The Reissner--Nordstrom solution \\
                 The Kerr metric \\
                 The geodesics in the Kerr space--time \\
                 Electromagnetic waves in Kerr geometry \\
                 The gravitational perturbations of the Kerr black hole
                 \\
                 Spin-1/2 particles in Kerr geometry \\
                 Other solutions \\
                 Other methods",
}


bibtype: article
filename: einstein.bib
label: Gutzwiller:1998:MES
author: Martin C. Gutzwiller
title: Moon--Earth--Sun: The oldest three-body problem
journal: j-REV-MOD-PHYS
volume: 70
number: 2
pages: 589--639
month: apr
monthnumber: 4
year: 1998
CODEN: RMPHAT
DOI: https://doi.org/10.1103/RevModPhys.70.589
ISSNL: 0034-6861 OR 00346861
bibdate: Tue May 22 16:37:24 MDT 2012
bibtimestamp: 2012.05.22 16:37:24 MDT
URL: http://link.aps.org/doi/10.1103/RevModPhys.70.589; http://rmp.aps.org/abstract/RMP/v70/i2/p589_1
fjournal: Reviews of Modern Physics
acknowledgement: ack-nhfb
rawauthor: Martin C. Gutzwiller
rawtitle: {Moon--Earth--Sun}: The oldest three-body problem
bibsource:
http://rmp.aps.org/toc/RMP/v70/i2; https://www.math.utah.edu/pub/tex/bib/einstein.bib; https://www.math.utah.edu/pub/tex/bib/revmodphys1990.bib

entry:
@Article{Gutzwiller:1998:MES,
  author =       "Martin C. Gutzwiller",
  title =        "{Moon--Earth--Sun}: The oldest three-body problem",
  journal =      j-REV-MOD-PHYS,
  volume =       "70",
  number =       "2",
  pages =        "589--639",
  month =        apr,
  year =         "1998",
  CODEN =        "RMPHAT",
  DOI =          "https://doi.org/10.1103/RevModPhys.70.589",
  ISSN =         "0034-6861 (print), 1538-4527 (electronic), 1539-0756",
  ISSN-L =       "0034-6861",
  bibdate =      "Tue May 22 16:37:24 MDT 2012",
  bibsource =    "http://rmp.aps.org/toc/RMP/v70/i2;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 https://www.math.utah.edu/pub/tex/bib/revmodphys1990.bib",
  URL =          "http://link.aps.org/doi/10.1103/RevModPhys.70.589;
                 http://rmp.aps.org/abstract/RMP/v70/i2/p589_1",
  acknowledgement = ack-nhfb,
  fjournal =     "Reviews of Modern Physics",
}


bibtype: book
filename: einstein.bib
label: Miller:1998:AES
author: Arthur I. Miller
publisher: pub-SV
address: pub-SV:adr
pages: xix + 446
year: 1998
ISBN: 0-387-94870-8 (softcover) OR 0387948708 (softcover)
ISBN13: 978-0-387-94870-6 (softcover) OR 9780387948706 (softcover)
LCCN: QC173.52 .M54 1998
bibdate: Mon Oct 9 06:21:54 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 06:21:54 MDT
subject: Relativity (physics); History; Physics; Einstein, Albert; Physicists; Biography
acknowledgement: ack-nhfb
subjectdates: Albert Einstein (1879--1955)
rawauthor: Arthur I. Miller
title:
Albert Einstein's Special Theory of Relativity: emergence (1905) and early interpretation (1905--1911)

remark:
Includes a translation by A. I. Miller of A. Einstein's em On the electrodynamics of moving bodies. Previously published: Reading, MA: Addison-Wesley Pub., Advanced Book Program, 1981.

TOC:
Preface Preface to the Republication of This Volume Acknowledgments Author's Notes to the Reader Cast of Characters Introduction / 1 Electrodynamics: 1890--1905 / 11 Einstein's Philosophic Viewpoint in 1905 / 115 Analysis of Einstein's Introductory Comments to ``Zur Elektrodynamik Bewegter Korper'' / 135 Simultaneity and Time / 173 Length and Time Are Relative Quantities / 189 The Relativistic Transformations / 195 The Relativity of Length and Time / 209 The Theorem of Addition of Velocities / 259 The Relativity of the Electric and Magnetic Fields / 269 Doppler's Principle and Stellar Aberration / 283 Light Quanta, Radiation and Relativity / 291 On the Electrodynamics of Moving Bodies / 305 Epilogue / 365 Appendix / 369 Bibliography / 395 Index / 417

rawtitle:
{Albert Einstein}'s {Special Theory of Relativity}: emergence (1905) and early interpretation (1905--1911)

rawTOC:
Preface \\ Preface to the Republication of This Volume \\ Acknowledgments \\ Author's Notes to the Reader \\ Cast of Characters \\ Introduction / 1 \\ Electrodynamics: 1890--1905 / 11 \\ Einstein's Philosophic Viewpoint in 1905 / 115 \\ Analysis of Einstein's Introductory Comments to ``Zur Elektrodynamik Bewegter Korper'' / 135 \\ Simultaneity and Time / 173 \\ Length and Time Are Relative Quantities / 189 \\ The Relativistic Transformations / 195 \\ The Relativity of Length and Time / 209 \\ The Theorem of Addition of Velocities / 259 \\ The Relativity of the Electric and Magnetic Fields / 269 \\ Doppler's Principle and Stellar Aberration / 283 \\ Light Quanta, Radiation and Relativity / 291 \\ On the Electrodynamics of Moving Bodies / 305 \\ Epilogue / 365 \\ Appendix / 369 \\ Bibliography / 395 \\ Index / 417

entry:
@Book{Miller:1998:AES,
  author =       "Arthur I. Miller",
  title =        "{Albert Einstein}'s {Special Theory of Relativity}:
                 emergence (1905) and early interpretation
                 (1905--1911)",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  pages =        "xix + 446",
  year =         "1998",
  ISBN =         "0-387-94870-8 (softcover)",
  ISBN-13 =      "978-0-387-94870-6 (softcover)",
  LCCN =         "QC173.52 .M54 1998",
  bibdate =      "Mon Oct 9 06:21:54 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  remark =       "Includes a translation by A. I. Miller of A.
                 Einstein's {\em On the electrodynamics of moving
                 bodies}. Previously published: Reading, MA:
                 Addison-Wesley Pub., Advanced Book Program, 1981.",
  subject =      "Relativity (physics); History; Physics; Einstein,
                 Albert; Physicists; Biography",
  subject-dates = "Albert Einstein (1879--1955)",
  tableofcontents = "Preface \\
                 Preface to the Republication of This Volume \\
                 Acknowledgments \\
                 Author's Notes to the Reader \\
                 Cast of Characters \\
                 Introduction / 1 \\
                 Electrodynamics: 1890--1905 / 11 \\
                 Einstein's Philosophic Viewpoint in 1905 / 115 \\
                 Analysis of Einstein's Introductory Comments to ``Zur
                 Elektrodynamik Bewegter Korper'' / 135 \\
                 Simultaneity and Time / 173 \\
                 Length and Time Are Relative Quantities / 189 \\
                 The Relativistic Transformations / 195 \\
                 The Relativity of Length and Time / 209 \\
                 The Theorem of Addition of Velocities / 259 \\
                 The Relativity of the Electric and Magnetic Fields /
                 269 \\
                 Doppler's Principle and Stellar Aberration / 283 \\
                 Light Quanta, Radiation and Relativity / 291 \\
                 On the Electrodynamics of Moving Bodies / 305 \\
                 Epilogue / 365 \\
                 Appendix / 369 \\
                 Bibliography / 395 \\
                 Index / 417",
}


bibtype: book
filename: einstein.bib
label: Wald:1998:BHR
editor: Robert M. Wald
title: Black holes and relativistic stars
publisher: pub-U-CHICAGO
address: pub-U-CHICAGO:adr
pages: xii + 278
year: 1998
ISBN: 0-226-87034-0 (hardcover) OR 0226870340 (hardcover)
ISBN13: 978-0-226-87034-2 (hardcover) OR 9780226870342 (hardcover)
LCCN: QB843.B55 B585 1998
bibdate: Wed Dec 24 13:51:25 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 13:51:25 MST
subject: Black holes (Astronomy); Chandrasekhar, S; (Subrahmanyan)
acknowledgement: ack-nhfb
subjectdates: 1910--1995
raweditor: Robert M. Wald
rawtitle: Black holes and relativistic stars
URL:
http://www.loc.gov/catdir/description/uchi051/97043102.html; http://www.loc.gov/catdir/toc/uchi052/97043102.html

TOC:
Gravitational waves, stars and black holes / Valeria Ferrari Rotating relativistic stars / John L. Friedman Probing black holes and relativistic stars with gravitational waves / Kip S. Thorne Astrophysical evidence for black holes / Martin J. Rees Question of cosmic censorship / Roger Penrose Black hole collisions, toroidal black holes, and numerical relativity / Saul A. Teukolsky Internal structure of black holes / Werner Israel Black holes and thermodynamics / Robert M. Wald Statistical mechanics if black hole thermodynamics / Rafael D. Sorkin Generalized quantum theory in evaporating black hole spacetimes / James B. Hartle Is information lost in black holes? / Stephen W. Hawking Quantum states of black holes / Gary T. Horowitz Chandra / Kameshwar C. Wali Our song / Lalitha Chandrasekhar

rawTOC:
Gravitational waves, stars and black holes / Valeria Ferrari \\ Rotating relativistic stars / John L. Friedman \\ Probing black holes and relativistic stars with gravitational waves / Kip S. Thorne \\ Astrophysical evidence for black holes / Martin J. Rees \\ Question of cosmic censorship / Roger Penrose \\ Black hole collisions, toroidal black holes, and numerical relativity / Saul A. Teukolsky \\ Internal structure of black holes / Werner Israel \\ Black holes and thermodynamics / Robert M. Wald \\ Statistical mechanics if black hole thermodynamics / Rafael D. Sorkin \\ Generalized quantum theory in evaporating black hole spacetimes / James B. Hartle \\ Is information lost in black holes? / Stephen W. Hawking \\ Quantum states of black holes / Gary T. Horowitz \\ Chandra / Kameshwar C. Wali \\ Our song / Lalitha Chandrasekhar

entry:
@Book{Wald:1998:BHR,
  editor =       "Robert M. Wald",
  title =        "Black holes and relativistic stars",
  publisher =    pub-U-CHICAGO,
  address =      pub-U-CHICAGO:adr,
  pages =        "xii + 278",
  year =         "1998",
  ISBN =         "0-226-87034-0 (hardcover)",
  ISBN-13 =      "978-0-226-87034-2 (hardcover)",
  LCCN =         "QB843.B55 B585 1998",
  bibdate =      "Wed Dec 24 13:51:25 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/uchi051/97043102.html;
                 http://www.loc.gov/catdir/toc/uchi052/97043102.html",
  acknowledgement = ack-nhfb,
  subject =      "Black holes (Astronomy); Chandrasekhar, S;
                 (Subrahmanyan)",
  subject-dates = "1910--1995",
  tableofcontents = "Gravitational waves, stars and black holes /
                 Valeria Ferrari \\
                 Rotating relativistic stars / John L. Friedman \\
                 Probing black holes and relativistic stars with
                 gravitational waves / Kip S. Thorne \\
                 Astrophysical evidence for black holes / Martin J. Rees
                 \\
                 Question of cosmic censorship / Roger Penrose \\
                 Black hole collisions, toroidal black holes, and
                 numerical relativity / Saul A. Teukolsky \\
                 Internal structure of black holes / Werner Israel \\
                 Black holes and thermodynamics / Robert M. Wald \\
                 Statistical mechanics if black hole thermodynamics /
                 Rafael D. Sorkin \\
                 Generalized quantum theory in evaporating black hole
                 spacetimes / James B. Hartle \\
                 Is information lost in black holes? / Stephen W.
                 Hawking \\
                 Quantum states of black holes / Gary T. Horowitz \\
                 Chandra / Kameshwar C. Wali \\
                 Our song / Lalitha Chandrasekhar",
}


bibtype: article
filename: einstein.bib
label: Bahcall:1999:CTR
author: Neta A. Bahcall and Jeremiah P. Ostriker and Saul Perlmutter and Paul J. Steinhardt
title: The Cosmic Triangle: Revealing the State of the Universe
journal: j-SCIENCE
volume: 284
number: 5419
pages: 1481--1488
day: 28
month: may
monthnumber: 5
year: 1999
DOI: https://doi.org/10.1126/science.284.5419.1481
bibdate: Fri Dec 16 06:57:21 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2011.12.16 06:57:21 ???
URL: http://www.sciencemag.org/content/284/5419/1481
acknowledgement: ack-nhfb
journalURL: http://www.sciencemag.org/archive/
rawauthor: Neta A. Bahcall and Jeremiah P. Ostriker and Saul Perlmutter and Paul J. Steinhardt
rawtitle: The Cosmic Triangle: Revealing the State of the Universe
abstract:
The cosmic triangle is introduced as a way of representing the past, present, and future status of the universe. Our current location within the cosmic triangle is determined by the answers to three questions: How much matter is in the universe? Is the expansion rate slowing down or speeding up? And, is the universe flat? A review of recent observations suggests a universe that is lightweight (matter density about one-third the critical value), is accelerating, and is flat. The acceleration implies the existence of cosmic dark energy that overcomes the gravitational self-attraction of matter and causes the expansion to speed up.

remark:
Saul Perlmutter, Brian P. Schmidt, and Adam G. Riess shared the 2011 Nobel Prize in Physics ``for the discovery of the accelerating expansion of the Universe through observations of distant supernovae''.

rawabstract:
The cosmic triangle is introduced as a way of representing the past, present, and future status of the universe. Our current location within the cosmic triangle is determined by the answers to three questions: How much matter is in the universe? Is the expansion rate slowing down or speeding up? And, is the universe flat? A review of recent observations suggests a universe that is lightweight (matter density about one-third the critical value), is accelerating, and is flat. The acceleration implies the existence of cosmic dark energy that overcomes the gravitational self-attraction of matter and causes the expansion to speed up.

entry:
@Article{Bahcall:1999:CTR,
  author =       "Neta A. Bahcall and Jeremiah P. Ostriker and Saul
                 Perlmutter and Paul J. Steinhardt",
  title =        "The Cosmic Triangle: Revealing the State of the
                 Universe",
  journal =      j-SCIENCE,
  volume =       "284",
  number =       "5419",
  pages =        "1481--1488",
  day =          "28",
  month =        may,
  year =         "1999",
  DOI =          "https://doi.org/10.1126/science.284.5419.1481",
  bibdate =      "Fri Dec 16 06:57:21 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://www.sciencemag.org/content/284/5419/1481",
  abstract =     "The cosmic triangle is introduced as a way of
                 representing the past, present, and future status of
                 the universe. Our current location within the cosmic
                 triangle is determined by the answers to three
                 questions: How much matter is in the universe? Is the
                 expansion rate slowing down or speeding up? And, is the
                 universe flat? A review of recent observations suggests
                 a universe that is lightweight (matter density about
                 one-third the critical value), is accelerating, and is
                 flat. The acceleration implies the existence of cosmic
                 dark energy that overcomes the gravitational
                 self-attraction of matter and causes the expansion to
                 speed up.",
  acknowledgement = ack-nhfb,
  journal-URL =  "http://www.sciencemag.org/archive/",
  remark =       "Saul Perlmutter, Brian P. Schmidt, and Adam G. Riess
                 shared the 2011 Nobel Prize in Physics ``for the
                 discovery of the accelerating expansion of the Universe
                 through observations of distant supernovae''.",
}


bibtype: book
filename: einstein.bib
label: Gosling:1999:MPM
author: Francis G. (Francis George) Gosling
title: The Manhattan Project: making the atomic bomb
publisher: US Dept. of Energy
address: Washington, DC, USA
pages: vii + 66
month: jan
monthnumber: 1
year: 1999
bibdate: Wed Dec 21 17:36:40 MST 2005
bibsource: bobcat.nyu.edu:210/ADVANCE; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2005.12.21 17:36:40 MST
subject: Atomic bomb; United States; History
acknowledgement: ack-nhfb
rawauthor: Francis G. (Francis George) Gosling
rawtitle: The {Manhattan Project}: making the atomic bomb
remark:
History Division, Executive Secretariat, Management and Administration, Department of Energy. DOE/MA-0001.

entry:
@Book{Gosling:1999:MPM,
  author =       "Francis G. (Francis George) Gosling",
  title =        "The {Manhattan Project}: making the atomic bomb",
  publisher =    "US Dept. of Energy",
  address =      "Washington, DC, USA",
  pages =        "vii + 66",
  month =        jan,
  year =         "1999",
  bibdate =      "Wed Dec 21 17:36:40 MST 2005",
  bibsource =    "bobcat.nyu.edu:210/ADVANCE;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  acknowledgement = ack-nhfb,
  remark =       "History Division, Executive Secretariat, Management
                 and Administration, Department of Energy.
                 DOE/MA-0001.",
  subject =      "Atomic bomb; United States; History",
}


bibtype: book
filename: einstein.bib
label: Hoffmann:1999:RR
author: Banesh Hoffmann
title: Relativity and its roots
publisher: pub-DOVER
address: pub-DOVER:adr
pages: 161
year: 1999
ISBN: 0-486-40676-8 (paperback) OR 0486406768 (paperback)
ISBN13: 978-0-486-40676-3 (paperback) OR 9780486406763 (paperback)
LCCN: QC173.52 .H63 1999
bibdate: Mon Dec 29 15:34:16 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.29 15:34:16 MST
URL: http://www.loc.gov/catdir/description/dover032/98048651.html
remark: Originally published: New York: Scientific American Books, 1983.
subject: Relativity (Physics); History
acknowledgement: ack-nhfb
rawauthor: Banesh Hoffmann
rawtitle: {Relativity} and its roots
entry:
@Book{Hoffmann:1999:RR,
  author =       "Banesh Hoffmann",
  title =        "{Relativity} and its roots",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "161",
  year =         "1999",
  ISBN =         "0-486-40676-8 (paperback)",
  ISBN-13 =      "978-0-486-40676-3 (paperback)",
  LCCN =         "QC173.52 .H63 1999",
  bibdate =      "Mon Dec 29 15:34:16 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/dover032/98048651.html",
  acknowledgement = ack-nhfb,
  remark =       "Originally published: New York: Scientific American
                 Books, 1983.",
  subject =      "Relativity (Physics); History",
}


bibtype: book
filename: einstein.bib
label: Ellis:2000:FCS
author: George F. R. (George Francis Rayner) Ellis and Ruth M. Williams
title: Flat and curved space--times
publisher: pub-OXFORD
address: pub-OXFORD:adr
edition: Second
pages: x + 375
year: 2000
LCCN: QC173.65 .E45 2000
bibdate: Wed Jun 6 08:09:29 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.06 08:09:29 MDT
note: Diagrams by Mauro Carfora.
remark: See also first edition cite Ellis:1988:FCS.
subject: Special relativity (Physics); Space and time
acknowledgement: ack-nhfb
rawauthor: George F. R. (George Francis Rayner) Ellis and Ruth M. Williams
rawnote: Diagrams by Mauro Carfora.
rawtitle: Flat and curved space--times
ISBN:
0-19-850657-0 (hardcover), 0-19-850656-2 (paperback) OR 0198506570 (hardcover), 0198506562 (paperback)

ISBN13:
978-0-19-850657-7 (hardcover), 978-0-19-850656-0 (paperback) OR 9780198506577 (hardcover), 9780198506560 (paperback)

URL:
http://www.loc.gov/catdir/enhancements/fy0611/2001268456-d.html; http://www.loc.gov/catdir/enhancements/fy0611/2001268456-t.html

TOC:
Introduction 1. Space--time diagrams and the foundations of special relativity 2. Fundamentals of measurement 3. Measurements in flat space--times 4. The Lorentz transformation and the invariant interval 5. Curved space--times 6. Spherical and stellar collapse 7. Simple cosmological models 8. Finale Afterword Appendix A. Line integrals Appendix B. Four-vectors and relativistic dynamics Appendix C. Four-vectors, electromagnetism, and energy--momentum conservation Symbols used Index

rawTOC:
Introduction \\ 1. Space--time diagrams and the foundations of special relativity \\ 2. Fundamentals of measurement \\ 3. Measurements in flat space--times \\ 4. The Lorentz transformation and the invariant interval \\ 5. Curved space--times \\ 6. Spherical and stellar collapse \\ 7. Simple cosmological models \\ 8. Finale \\ Afterword \\ Appendix A. Line integrals \\ Appendix B. Four-vectors and relativistic dynamics \\ Appendix C. Four-vectors, electromagnetism, and energy--momentum conservation \\ Symbols used \\ Index

entry:
@Book{Ellis:2000:FCS,
  author =       "George F. R. (George Francis Rayner) Ellis and Ruth M.
                 Williams",
  title =        "Flat and curved space--times",
  publisher =    pub-OXFORD,
  address =      pub-OXFORD:adr,
  edition =      "Second",
  pages =        "x + 375",
  year =         "2000",
  ISBN =         "0-19-850657-0 (hardcover), 0-19-850656-2 (paperback)",
  ISBN-13 =      "978-0-19-850657-7 (hardcover), 978-0-19-850656-0
                 (paperback)",
  LCCN =         "QC173.65 .E45 2000",
  bibdate =      "Wed Jun 6 08:09:29 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  note =         "Diagrams by Mauro Carfora.",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0611/2001268456-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0611/2001268456-t.html",
  acknowledgement = ack-nhfb,
  remark =       "See also first edition \cite{Ellis:1988:FCS}.",
  subject =      "Special relativity (Physics); Space and time",
  tableofcontents = "Introduction \\
                 1. Space--time diagrams and the foundations of special
                 relativity \\
                 2. Fundamentals of measurement \\
                 3. Measurements in flat space--times \\
                 4. The Lorentz transformation and the invariant
                 interval \\
                 5. Curved space--times \\
                 6. Spherical and stellar collapse \\
                 7. Simple cosmological models \\
                 8. Finale \\
                 Afterword \\
                 Appendix A. Line integrals \\
                 Appendix B. Four-vectors and relativistic dynamics \\
                 Appendix C. Four-vectors, electromagnetism, and
                 energy--momentum conservation \\
                 Symbols used \\
                 Index",
}


bibtype: book
filename: einstein.bib
label: Groueff:2000:MPU
author: Stephane Groueff
title: Manhattan Project: the untold story of the making of the atomic bomb
publisher: iUniverse.com, Inc.
address: Lincoln, NE, USA
pages: xii + 372
year: 2000
ISBN: 0-595-09238-1 (paperback) OR 0595092381 (paperback)
ISBN13: 978-0-595-09238-3 (paperback) OR 9780595092383 (paperback)
LCCN: QC773.3.U6 G76 2000
bibdate: Wed Dec 21 17:31:30 MST 2005
bibsource: clio-db.cc.columbia.edu:7090/Voyager; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2005.12.21 17:31:30 MST
series: Authors Guild backinprint.com edition
remark: Originally published: Boston: Little, Brown, 1967 cite Groueff:1967:MPUb.
subject: Atomic bomb; United States; History
acknowledgement: ack-nhfb
rawauthor: St{\'e}phane Groueff
rawtitle: {Manhattan Project}: the untold story of the making of the atomic bomb
entry:
@Book{Groueff:2000:MPU,
  author =       "St{\'e}phane Groueff",
  title =        "{Manhattan Project}: the untold story of the making of
                 the atomic bomb",
  publisher =    "iUniverse.com, Inc.",
  address =      "Lincoln, NE, USA",
  pages =        "xii + 372",
  year =         "2000",
  ISBN =         "0-595-09238-1 (paperback)",
  ISBN-13 =      "978-0-595-09238-3 (paperback)",
  LCCN =         "QC773.3.U6 G76 2000",
  bibdate =      "Wed Dec 21 17:31:30 MST 2005",
  bibsource =    "clio-db.cc.columbia.edu:7090/Voyager;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  series =       "Authors Guild backinprint.com edition",
  acknowledgement = ack-nhfb,
  remark =       "Originally published: Boston: Little, Brown, 1967
                 \cite{Groueff:1967:MPUb}.",
  subject =      "Atomic bomb; United States; History",
}


bibtype: book
filename: einstein.bib
label: Perlick:2000:ROF
author: Volker Perlick
title: Ray Optics, Fermat's Principle, and Applications to General Relativity
volume: 61
publisher: pub-SV
address: pub-SV:adr
pages: x + 220
year: 2000
ISBN: 3-540-66898-5 OR 3540668985
ISBN13: 978-3-540-66898-5 OR 9783540668985
LCCN: QC389 .P37 2000
bibdate: Thu Jan 31 05:41:49 2019
bibsource: fsz3950.oclc.org:210/WorldCat; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2019.01.31 05:41:49 ???
series: Lecture notes in physics: New series m, Monographs; Physics and astronomy online library
ZMnumber: 0964.83002
acknowledgement: ack-nhfb
rawauthor: Volker Perlick
rawtitle: Ray Optics, {Fermat}'s Principle, and Applications to General Relativity
subject:
Licht; Wellenausbreitung; Raum-Zeit; Fermatsches Prinzip; Gravitationslinse; Optik; Allgemeine Relativitatstheorie.; Allgemeine Relativitatstheorie; Optik.; Licht.; Wellenausbreitung.; Raum-Zeit.; Fermatsches Prinzip.; Gravitationslinse.

TOC:
Part I. From Maxwell's equations to ray optics 1. Introduction to Part I / 3 1.1 A brief guide to the literature / 3 1.2 Assumptions and notations / 5 2. Light propagation in linear dielectric and permeable media / 7 2.1 Maxwell's equations in linear dielectric and permeable media / 7 2.2 Approximate-plane-wave families / 14 2.3 Asymptotic Solutions of Maxwell's equations / 17 2.4 Derivation of the eikonal equation and transport equations / 19 2.5 Discussion of the eikonal equation / 24 2.6 Discussion of transport equations and the introduction of rays / 31 2.7 Ray optics as an approximation scheme / 36 3. Light propagation in other kinds of media / 43 3.1 Methodological remarks on dispersive media / 44 3.2 Light propagation in a non-magnetized plasma / 46 Part II. A mathematical framework for ray optics 4. Introduction to Part II / 61 4.1 A brief guide to the literature / 61 4.2 Assumptions and notations / 63 5. Ray-optical structures on arbitrary manifolds / 67 5.1 Definition and basic properties of ray-optical structures / 67 5.2 Regularity notions for ray-optical structures / 76 5.3 Symmetries of ray-optical structures / 82 5.4 Dilation-invariant ray-optical structures / 87 5.5 Eikonal equation / 92 5.6 Caustics / 100 6. Ray-optical structures on Lorentzian manifolds / 111 6.1 The vacuum ray-optical structure / 111 6.2 Observer fields, frequency, and redshift / 113 6.3 Isotropic ray-optical structures / 120 6.4 Light bundles in isotropic media / 123 6.5 Stationary ray-optical structures / 131 6.6 Stationary ray optics in vacuum and in simple media / 141 7. Variational principles for rays / 149 7.1 The principle of stationary action: The general case / 149 7.2 The principle of stationary action: The strongly regular case / 154 7.3 Fermat's principle / 156 7.4 A Hubert manifold setting for variational problems / 165 7.5 A Morse theory for strongly hyperregular ray-optical structures / 168 8. Applications / 183 8.1 Doppler effect, aberration, and drag effect in isotropic media / 183 8.2 Light rays in a uniformly accelerated medium on Minkowski space / 190 8.3 Light propagation in a plasma on Kerr spacetime / 193 8.4 Gravitational lensing / 199 References / 211

rawTOC:
Part I. From Maxwell's equations to ray optics \\ 1. Introduction to Part I / 3 \\ 1.1 A brief guide to the literature / 3 \\ 1.2 Assumptions and notations / 5 \\ 2. Light propagation in linear dielectric and permeable media / 7 \\ 2.1 Maxwell's equations in linear dielectric and permeable media / 7 \\ 2.2 Approximate-plane-wave families / 14 \\ 2.3 Asymptotic Solutions of Maxwell's equations / 17 \\ 2.4 Derivation of the eikonal equation and transport equations / 19 \\ 2.5 Discussion of the eikonal equation / 24 \\ 2.6 Discussion of transport equations and the introduction of rays / 31 \\ 2.7 Ray optics as an approximation scheme / 36 \\ 3. Light propagation in other kinds of media / 43 \\ 3.1 Methodological remarks on dispersive media / 44 \\ 3.2 Light propagation in a non-magnetized plasma / 46 \\ Part II. A mathematical framework for ray optics \\ 4. Introduction to Part II / 61 \\ 4.1 A brief guide to the literature / 61 \\ 4.2 Assumptions and notations / 63 \\ 5. Ray-optical structures on arbitrary manifolds / 67 \\ 5.1 Definition and basic properties of ray-optical structures / 67 \\ 5.2 Regularity notions for ray-optical structures / 76 \\ 5.3 Symmetries of ray-optical structures / 82 \\ 5.4 Dilation-invariant ray-optical structures / 87 \\ 5.5 Eikonal equation / 92 \\ 5.6 Caustics / 100 \\ 6. Ray-optical structures on Lorentzian manifolds / 111 \\ 6.1 The vacuum ray-optical structure / 111 \\ 6.2 Observer fields, frequency, and redshift / 113 \\ 6.3 Isotropic ray-optical structures / 120 \\ 6.4 Light bundles in isotropic media / 123 \\ 6.5 Stationary ray-optical structures / 131 \\ 6.6 Stationary ray optics in vacuum and in simple media / 141 \\ 7. Variational principles for rays / 149 \\ 7.1 The principle of stationary action: The general case / 149 \\ 7.2 The principle of stationary action: The strongly regular case / 154 \\ 7.3 Fermat's principle / 156 \\ 7.4 A Hubert manifold setting for variational problems / 165 \\ 7.5 A Morse theory for strongly hyperregular ray-optical structures / 168 \\ 8. Applications / 183 \\ 8.1 Doppler effect, aberration, and drag effect in isotropic media / 183 \\ 8.2 Light rays in a uniformly accelerated medium on Minkowski space / 190 \\ 8.3 Light propagation in a plasma on Kerr spacetime / 193 \\ 8.4 Gravitational lensing / 199 \\ References / 211

entry:
@Book{Perlick:2000:ROF,
  author =       "Volker Perlick",
  title =        "Ray Optics, {Fermat}'s Principle, and Applications to
                 General Relativity",
  volume =       "61",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  pages =        "x + 220",
  year =         "2000",
  ISBN =         "3-540-66898-5",
  ISBN-13 =      "978-3-540-66898-5",
  LCCN =         "QC389 .P37 2000",
  bibdate =      "Thu Jan 31 05:41:49 2019",
  bibsource =    "fsz3950.oclc.org:210/WorldCat;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  series =       "Lecture notes in physics: New series m, Monographs;
                 Physics and astronomy online library",
  ZMnumber =     "0964.83002",
  acknowledgement = ack-nhfb,
  subject =      "Licht; Wellenausbreitung; Raum-Zeit; Fermatsches
                 Prinzip; Gravitationslinse; Optik; Allgemeine
                 Relativit{\"a}tstheorie.; Allgemeine
                 Relativit{\"a}tstheorie; Optik.; Licht.;
                 Wellenausbreitung.; Raum-Zeit.; Fermatsches Prinzip.;
                 Gravitationslinse.",
  tableofcontents = "Part I. From Maxwell's equations to ray optics \\
                 1. Introduction to Part I / 3 \\
                 1.1 A brief guide to the literature / 3 \\
                 1.2 Assumptions and notations / 5 \\
                 2. Light propagation in linear dielectric and permeable
                 media / 7 \\
                 2.1 Maxwell's equations in linear dielectric and
                 permeable media / 7 \\
                 2.2 Approximate-plane-wave families / 14 \\
                 2.3 Asymptotic Solutions of Maxwell's equations / 17
                 \\
                 2.4 Derivation of the eikonal equation and transport
                 equations / 19 \\
                 2.5 Discussion of the eikonal equation / 24 \\
                 2.6 Discussion of transport equations and the
                 introduction of rays / 31 \\
                 2.7 Ray optics as an approximation scheme / 36 \\
                 3. Light propagation in other kinds of media / 43 \\
                 3.1 Methodological remarks on dispersive media / 44 \\
                 3.2 Light propagation in a non-magnetized plasma / 46
                 \\
                 Part II. A mathematical framework for ray optics \\
                 4. Introduction to Part II / 61 \\
                 4.1 A brief guide to the literature / 61 \\
                 4.2 Assumptions and notations / 63 \\
                 5. Ray-optical structures on arbitrary manifolds / 67
                 \\
                 5.1 Definition and basic properties of ray-optical
                 structures / 67 \\
                 5.2 Regularity notions for ray-optical structures / 76
                 \\
                 5.3 Symmetries of ray-optical structures / 82 \\
                 5.4 Dilation-invariant ray-optical structures / 87 \\
                 5.5 Eikonal equation / 92 \\
                 5.6 Caustics / 100 \\
                 6. Ray-optical structures on Lorentzian manifolds / 111
                 \\
                 6.1 The vacuum ray-optical structure / 111 \\
                 6.2 Observer fields, frequency, and redshift / 113 \\
                 6.3 Isotropic ray-optical structures / 120 \\
                 6.4 Light bundles in isotropic media / 123 \\
                 6.5 Stationary ray-optical structures / 131 \\
                 6.6 Stationary ray optics in vacuum and in simple media
                 / 141 \\
                 7. Variational principles for rays / 149 \\
                 7.1 The principle of stationary action: The general
                 case / 149 \\
                 7.2 The principle of stationary action: The strongly
                 regular case / 154 \\
                 7.3 Fermat's principle / 156 \\
                 7.4 A Hubert manifold setting for variational problems
                 / 165 \\
                 7.5 A Morse theory for strongly hyperregular
                 ray-optical structures / 168 \\
                 8. Applications / 183 \\
                 8.1 Doppler effect, aberration, and drag effect in
                 isotropic media / 183 \\
                 8.2 Light rays in a uniformly accelerated medium on
                 Minkowski space / 190 \\
                 8.3 Light propagation in a plasma on Kerr spacetime /
                 193 \\
                 8.4 Gravitational lensing / 199 \\
                 References / 211",
}


bibtype: book
filename: einstein.bib
label: Taylor:2000:EBH
author: Edwin F. Taylor and John Archibald Wheeler
title: Exploring black holes: introduction to general relativity
publisher: pub-AW-LONGMAN
address: pub-AW-LONGMAN:adr
pages: 330 (est.)
year: 2000
ISBN: 0-201-38423-X OR 020138423X
ISBN13: 978-0-201-38423-9 OR 9780201384239
LCCN: QC173.6 .T39 2000
bibdate: Wed Dec 24 14:03:24 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:03:24 MST
acknowledgement: ack-nhfb
rawauthor: Edwin F. Taylor and John Archibald Wheeler
rawtitle: Exploring black holes: introduction to general relativity
subject:
General relativity (Physics); Black holes (Astronomy); Relativite generale (Physique); Trous noirs (Astronomie)

TOC:
Chapter 1: Speeding Chapter 2: Curving Project A: Global Positioning System Chapter 3: Plunging Project B: Inside the Black Hole Chapter 4: Orbiting Project C: Advance of Mercury's Perihelion Chapter 5: Seeing Project D: Einstein Rings Project E: Light Slowed Near Sun Project F: Spinning Black Hole Project G: Friedmann Universe Readings in General Relativity

rawTOC:
Chapter 1: Speeding \\ Chapter 2: Curving \\ Project A: Global Positioning System \\ Chapter 3: Plunging \\ Project B: Inside the Black Hole \\ Chapter 4: Orbiting \\ Project C: Advance of Mercury's Perihelion \\ Chapter 5: Seeing \\ Project D: Einstein Rings \\ Project E: Light Slowed Near Sun \\ Project F: Spinning Black Hole \\ Project G: Friedmann Universe \\ Readings in General Relativity

entry:
@Book{Taylor:2000:EBH,
  author =       "Edwin F. Taylor and John Archibald Wheeler",
  title =        "Exploring black holes: introduction to general
                 relativity",
  publisher =    pub-AW-LONGMAN,
  address =      pub-AW-LONGMAN:adr,
  pages =        "330 (est.)",
  year =         "2000",
  ISBN =         "0-201-38423-X",
  ISBN-13 =      "978-0-201-38423-9",
  LCCN =         "QC173.6 .T39 2000",
  bibdate =      "Wed Dec 24 14:03:24 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  acknowledgement = ack-nhfb,
  subject =      "General relativity (Physics); Black holes (Astronomy);
                 Relativit{\'e} g{\'e}n{\'e}rale (Physique); Trous noirs
                 (Astronomie)",
  tableofcontents = "Chapter 1: Speeding \\
                 Chapter 2: Curving \\
                 Project A: Global Positioning System \\
                 Chapter 3: Plunging \\
                 Project B: Inside the Black Hole \\
                 Chapter 4: Orbiting \\
                 Project C: Advance of Mercury's Perihelion \\
                 Chapter 5: Seeing \\
                 Project D: Einstein Rings \\
                 Project E: Light Slowed Near Sun \\
                 Project F: Spinning Black Hole \\
                 Project G: Friedmann Universe \\
                 Readings in General Relativity",
}


bibtype: book
filename: einstein.bib
label: Rich:2001:FC
author: James Rich
title: Fundamentals of cosmology
publisher: pub-SV
address: pub-SV:adr
pages: xi + 302
year: 2001
ISBN: 3-540-41350-2 OR 3540413502
ISBN13: 978-3-540-41350-9 OR 9783540413509
LCCN: QB981 .R486 2001
bibdate: Sat Jun 30 14:45:37 MDT 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2012.06.30 14:45:37 MDT
subject: cosmology
acknowledgement: ack-nhfb
rawauthor: James Rich
rawtitle: Fundamentals of cosmology
URL:
http://www.loc.gov/catdir/enhancements/fy0816/2001020334-d.html; http://www.loc.gov/catdir/enhancements/fy0816/2001020334-t.html

TOC:
1. Introduction / 1 1.1 The Composition of the Universe / 3 1.1.1 The Visible Universe: Galaxies / 3 1.1.2 Baryons / 10 1.1.3 Cold Dark Matter / 11 1.1.4 Photons / 12 1.1.5 Neutrinos / 13 1.1.6 The Vacuum / 15 1.2 The Evolution of the Universe / 17 1.2.1 The Scale Factor $a(t)$ / 17 1.2.2 Gravitation and the Friedmann Equation / 19 1.2.3 Open and Closed Universes / 21 1.2.4 The Evolution of the Temperature / 23 1.2.5 An Improved Friedmann Equation / 28 1.2.6 The Evolution of the $Omega $s and Structure Formation / 30 1.2.7 The Standard Scenario / 32 1.3 Open Questions / 34 Exercises / 38 2. Observational Cosmology / 39 2.1 Stars and Quasi-stars / 39 2.2 Galaxies / 51 2.3 Galaxy Clusters / 54 2.4 Dark Matter / 57 2.4.1 Wimps / 59 2.4.2 Axions / 62 2.4.3 Baryonic Dark Matter / 62 2.5 The Cosmological Parameters / 67 2.5.1 $H_0$ / 67 2.5.2 $rho $s and $Omega $s / 70 Exercises / 74 3. Coordinates and Metrics / 85 3.1 Relativity and Gravitation / 88 3.2 Comoving coordinates / 93 3.3 The Metric I: Mostly Isotropy / 96 3.4 The Metric II: Mostly Homogeneity / 99 3.5 Photon Propagation / 103 3.6 The Luminosity and Angular Distances / 106 3.7 The Geodesic Equation / 108 3.8 Gravitational Lensing Ill Exercises / 118 4. The Field Equations / 125 4.1 Our Freely Falling Coordinates / 126 4.2 The Energy-Momentum Tensor / 129 4.3 The Friedmann Equation / 134 4.4 The Cosmological Parameters / 136 4.5 Scalar Fields / 137 4.6 The Riemann Tensor / 139 4.7 A Universe with $rho = 0$ / 142 4.8 The Einstein Tensor / 143 4.9 The General Einstein Equation / 144 Exercises / 148 5. Friedmannology / 151 5.1 The Age of the Universe / 153 5.2 Luminosity and Angular Distances / 156 5.3 The Horizon Problem / 162 5.4 The $Omega $ Problem / 168 5.5 Inflation / 169 5.6 Intergalactic Scattering and Absorption / 172 Exercises / 174 6. The Thermal History of the Universe / 179 6.1 Equilibrium Distributions / 182 6.2 The Boltzmann Equation / 186 6.3 Electrons and Positrons / 191 6.4 Neutrinos / 196 6.5 Primordial Nucleosynthesis / 198 6.6 Wimps / 206 6.7 Baryogenesis / 209 6.8 Irreversibility / 210 6.9 The Future / 212 Exercises / 214 7. Structure Formation / 221 7.1 A Spherical Collapse Model / 226 7.1.1 The Metric / 227 7.1.2 Expansion and Collapse / 228 7.1.3 The Linear Regime / 232 7.2 The Spectrum of Density Fluctuations / 234 7.3 Newtonian Evolution / 240 7.4 Hubble Exit and Entry / 244 7.5 The Primordial Spectrum / 247 7.6 Cold Dark Matter Models / 252 7.7 Neutrinos and Baryons / 254 7.8 Photon Propagation / 256 7.9 CBR Anisotropies / 259 7.9.1 The Sources of Anisotropy / 263 7.9.2 $Delta theta > theta _H$ / 264 7.9.3 $Delta thetaH < theta _H$ / 265 7.9.4 The Cosmological Parameters / 268 Exercises / 269 Appendix / 275 A Lorentz Vectors and Tensors / 275 B Natural Units / 277 C Standard Particles and Beyond / 279 D Magnitudes / 283 E Useful Formulas and Numbers / 285 F Solutions and Hints for Selected Exercises / 288 References / 293 Index / 299

rawTOC:
1. Introduction / 1 \\ 1.1 The Composition of the Universe / 3 \\ 1.1.1 The Visible Universe: Galaxies / 3 \\ 1.1.2 Baryons / 10 \\ 1.1.3 Cold Dark Matter / 11 \\ 1.1.4 Photons / 12 \\ 1.1.5 Neutrinos / 13 \\ 1.1.6 The Vacuum / 15 \\ 1.2 The Evolution of the Universe / 17 \\ 1.2.1 The Scale Factor $a(t)$ / 17 \\ 1.2.2 Gravitation and the Friedmann Equation / 19 \\ 1.2.3 Open and Closed Universes / 21 \\ 1.2.4 The Evolution of the Temperature / 23 \\ 1.2.5 An Improved Friedmann Equation / 28 \\ 1.2.6 The Evolution of the $\Omega$s and Structure Formation / 30 \\ 1.2.7 The Standard Scenario / 32 \\ 1.3 Open Questions / 34 \\ Exercises / 38 \\ 2. Observational Cosmology / 39 \\ 2.1 Stars and Quasi-stars / 39 \\ 2.2 Galaxies / 51 \\ 2.3 Galaxy Clusters / 54 \\ 2.4 Dark Matter / 57 \\ 2.4.1 Wimps / 59 \\ 2.4.2 Axions / 62 \\ 2.4.3 Baryonic Dark Matter / 62 \\ 2.5 The Cosmological Parameters / 67 \\ 2.5.1 $H_0$ / 67 \\ 2.5.2 $\rho$s and $\Omega$s / 70 \\ Exercises / 74 \\ 3. Coordinates and Metrics / 85 \\ 3.1 Relativity and Gravitation / 88 \\ 3.2 Comoving coordinates / 93 \\ 3.3 The Metric I: Mostly Isotropy / 96 \\ 3.4 The Metric II: Mostly Homogeneity / 99 \\ 3.5 Photon Propagation / 103 \\ 3.6 The Luminosity and Angular Distances / 106 \\ 3.7 The Geodesic Equation / 108 \\ 3.8 Gravitational Lensing Ill Exercises / 118 \\ 4. The Field Equations / 125 \\ 4.1 Our Freely Falling Coordinates / 126 \\ 4.2 The Energy-Momentum Tensor / 129 \\ 4.3 The Friedmann Equation / 134 \\ 4.4 The Cosmological Parameters / 136 \\ 4.5 Scalar Fields / 137 \\ 4.6 The Riemann Tensor / 139 \\ 4.7 A Universe with $\rho = 0$ / 142 \\ 4.8 The Einstein Tensor / 143 \\ 4.9 The General Einstein Equation / 144 \\ Exercises / 148 \\ 5. Friedmannology / 151 \\ 5.1 The Age of the Universe / 153 \\ 5.2 Luminosity and Angular Distances / 156 \\ 5.3 The Horizon Problem / 162 \\ 5.4 The $\Omega$ Problem / 168 \\ 5.5 Inflation / 169 \\ 5.6 Intergalactic Scattering and Absorption / 172 \\ Exercises / 174 \\ 6. The Thermal History of the Universe / 179 \\ 6.1 Equilibrium Distributions / 182 \\ 6.2 The Boltzmann Equation / 186 \\ 6.3 Electrons and Positrons / 191 \\ 6.4 Neutrinos / 196 \\ 6.5 Primordial Nucleosynthesis / 198 \\ 6.6 Wimps / 206 \\ 6.7 Baryogenesis / 209 \\ 6.8 Irreversibility / 210 \\ 6.9 The Future / 212 \\ Exercises / 214 \\ 7. Structure Formation / 221 \\ 7.1 A Spherical Collapse Model / 226 \\ 7.1.1 The Metric / 227 \\ 7.1.2 Expansion and Collapse / 228 \\ 7.1.3 The Linear Regime / 232 \\ 7.2 The Spectrum of Density Fluctuations / 234 \\ 7.3 Newtonian Evolution / 240 \\ 7.4 Hubble Exit and Entry / 244 \\ 7.5 The Primordial Spectrum / 247 \\ 7.6 Cold Dark Matter Models / 252 \\ 7.7 Neutrinos and Baryons / 254 \\ 7.8 Photon Propagation / 256 \\ 7.9 CBR Anisotropies / 259 \\ 7.9.1 The Sources of Anisotropy / 263 \\ 7.9.2 $\Delta \theta > \theta_H$ / 264 \\ 7.9.3 $\Delta \thetaH < \theta_H$ / 265 \\ 7.9.4 The Cosmological Parameters / 268 \\ Exercises / 269 \\ Appendix / 275 \\ A Lorentz Vectors and Tensors / 275 \\ B Natural Units / 277 \\ C Standard Particles and Beyond / 279 \\ D Magnitudes / 283 \\ E Useful Formulas and Numbers / 285 \\ F Solutions and Hints for Selected Exercises / 288 \\ References / 293 \\ Index / 299

entry:
@Book{Rich:2001:FC,
  author =       "James Rich",
  title =        "Fundamentals of cosmology",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  pages =        "xi + 302",
  year =         "2001",
  ISBN =         "3-540-41350-2",
  ISBN-13 =      "978-3-540-41350-9",
  LCCN =         "QB981 .R486 2001",
  bibdate =      "Sat Jun 30 14:45:37 MDT 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0816/2001020334-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0816/2001020334-t.html",
  acknowledgement = ack-nhfb,
  subject =      "cosmology",
  tableofcontents = "1. Introduction / 1 \\
                 1.1 The Composition of the Universe / 3 \\
                 1.1.1 The Visible Universe: Galaxies / 3 \\
                 1.1.2 Baryons / 10 \\
                 1.1.3 Cold Dark Matter / 11 \\
                 1.1.4 Photons / 12 \\
                 1.1.5 Neutrinos / 13 \\
                 1.1.6 The Vacuum / 15 \\
                 1.2 The Evolution of the Universe / 17 \\
                 1.2.1 The Scale Factor $a(t)$ / 17 \\
                 1.2.2 Gravitation and the Friedmann Equation / 19 \\
                 1.2.3 Open and Closed Universes / 21 \\
                 1.2.4 The Evolution of the Temperature / 23 \\
                 1.2.5 An Improved Friedmann Equation / 28 \\
                 1.2.6 The Evolution of the $\Omega$s and Structure
                 Formation / 30 \\
                 1.2.7 The Standard Scenario / 32 \\
                 1.3 Open Questions / 34 \\
                 Exercises / 38 \\
                 2. Observational Cosmology / 39 \\
                 2.1 Stars and Quasi-stars / 39 \\
                 2.2 Galaxies / 51 \\
                 2.3 Galaxy Clusters / 54 \\
                 2.4 Dark Matter / 57 \\
                 2.4.1 Wimps / 59 \\
                 2.4.2 Axions / 62 \\
                 2.4.3 Baryonic Dark Matter / 62 \\
                 2.5 The Cosmological Parameters / 67 \\
                 2.5.1 $H_0$ / 67 \\
                 2.5.2 $\rho$s and $\Omega$s / 70 \\
                 Exercises / 74 \\
                 3. Coordinates and Metrics / 85 \\
                 3.1 Relativity and Gravitation / 88 \\
                 3.2 Comoving coordinates / 93 \\
                 3.3 The Metric I: Mostly Isotropy / 96 \\
                 3.4 The Metric II: Mostly Homogeneity / 99 \\
                 3.5 Photon Propagation / 103 \\
                 3.6 The Luminosity and Angular Distances / 106 \\
                 3.7 The Geodesic Equation / 108 \\
                 3.8 Gravitational Lensing Ill Exercises / 118 \\
                 4. The Field Equations / 125 \\
                 4.1 Our Freely Falling Coordinates / 126 \\
                 4.2 The Energy-Momentum Tensor / 129 \\
                 4.3 The Friedmann Equation / 134 \\
                 4.4 The Cosmological Parameters / 136 \\
                 4.5 Scalar Fields / 137 \\
                 4.6 The Riemann Tensor / 139 \\
                 4.7 A Universe with $\rho = 0$ / 142 \\
                 4.8 The Einstein Tensor / 143 \\
                 4.9 The General Einstein Equation / 144 \\
                 Exercises / 148 \\
                 5. Friedmannology / 151 \\
                 5.1 The Age of the Universe / 153 \\
                 5.2 Luminosity and Angular Distances / 156 \\
                 5.3 The Horizon Problem / 162 \\
                 5.4 The $\Omega$ Problem / 168 \\
                 5.5 Inflation / 169 \\
                 5.6 Intergalactic Scattering and Absorption / 172 \\
                 Exercises / 174 \\
                 6. The Thermal History of the Universe / 179 \\
                 6.1 Equilibrium Distributions / 182 \\
                 6.2 The Boltzmann Equation / 186 \\
                 6.3 Electrons and Positrons / 191 \\
                 6.4 Neutrinos / 196 \\
                 6.5 Primordial Nucleosynthesis / 198 \\
                 6.6 Wimps / 206 \\
                 6.7 Baryogenesis / 209 \\
                 6.8 Irreversibility / 210 \\
                 6.9 The Future / 212 \\
                 Exercises / 214 \\
                 7. Structure Formation / 221 \\
                 7.1 A Spherical Collapse Model / 226 \\
                 7.1.1 The Metric / 227 \\
                 7.1.2 Expansion and Collapse / 228 \\
                 7.1.3 The Linear Regime / 232 \\
                 7.2 The Spectrum of Density Fluctuations / 234 \\
                 7.3 Newtonian Evolution / 240 \\
                 7.4 Hubble Exit and Entry / 244 \\
                 7.5 The Primordial Spectrum / 247 \\
                 7.6 Cold Dark Matter Models / 252 \\
                 7.7 Neutrinos and Baryons / 254 \\
                 7.8 Photon Propagation / 256 \\
                 7.9 CBR Anisotropies / 259 \\
                 7.9.1 The Sources of Anisotropy / 263 \\
                 7.9.2 $\Delta \theta > \theta_H$ / 264 \\
                 7.9.3 $\Delta \thetaH < \theta_H$ / 265 \\
                 7.9.4 The Cosmological Parameters / 268 \\
                 Exercises / 269 \\
                 Appendix / 275 \\
                 A Lorentz Vectors and Tensors / 275 \\
                 B Natural Units / 277 \\
                 C Standard Particles and Beyond / 279 \\
                 D Magnitudes / 283 \\
                 E Useful Formulas and Numbers / 285 \\
                 F Solutions and Hints for Selected Exercises / 288 \\
                 References / 293 \\
                 Index / 299",
}


bibtype: book
filename: einstein.bib
label: Rindler:2001:RSG
author: Wolfgang Rindler
title: Relativity: special, general, and cosmological
publisher: pub-OXFORD
address: pub-OXFORD:adr
pages: xiii + 428
year: 2001
LCCN: QC173.55 .R563 2001
bibdate: Wed Dec 24 14:11:20 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.24 14:11:20 MST
subject: relativity (physics); cosmology
acknowledgement: ack-nhfb
rawauthor: Wolfgang Rindler
rawtitle: {Relativity}: special, general, and cosmological
ISBN:
0-19-850836-0 (paperback), 0-19-850835-2 (hardcover) OR 0198508360 (paperback), 0198508352 (hardcover)

ISBN13:
978-0-19-850836-6 (paperback), 978-0-19-850835-9 (hardcover) OR 9780198508366 (paperback), 9780198508359 (hardcover)

URL:
http://www.loc.gov/catdir/enhancements/fy0610/00067605-d.html; http://www.loc.gov/catdir/enhancements/fy0610/00067605-t.html

TOC:
Introduction / 1 1 From absolute space and time to influenceable spacetime: an overview / 3 1.1 Definition of relativity / 3 1.2 Newton's laws and inertial frames / 4 1.3 The Galilean transformation / 5 1.4 Newtonian relativity / 6 1.5 Objections to absolute space; Mach's principle / 7 1.6 The ether / 9 1.7 Michelson and Morley's search for the ether / 9 1.8 Lorentz's ether theory / 10 1.9 Origins of special relativity / 12 1.10 Further arguments for Einstein's two postulates / 14 1.11 Cosmology and first doubts about inertial frames / 15 1.12 Inertial and gravitational mass / 16 1.13 Einstein's equivalence principle / 18 1.14 Preview of general relativity / 20 1.15 Caveats on the equivalence principle / 22 1.16 Gravitational frequency shift and light bending / 24 Exercises 1 / 27 1 Special Relativity / 31 2 Foundations of special relativity; The Lorentz transformation / 33 2.1 On the nature of physical theories / 33 2.2 Basic features of special relativity / 34 2.3 Relativistic problem solving / 36 2.4 Relativity of simultaneity, time-dilation and length-contraction: a preview / 38 2.5 The relativity principle and the homogeneity and isotropy of inertial frames / 39 2.6 The coordinate lattice; Definitions of simultaneity / 41 2.7 Derivation of the Lorentz transformation / 43 2.8 Properties of the Lorentz transformation / 47 2.9 Graphical representation of the Lorentz transformation / 49 2.10 The relativistic speed limit / 54 2.11 Which transformations are allowed by the relativity principle? / 57 Exercises 2 / 58 Relativistic kinematics / 61 3.1 Introduction / 61 3.2 World-picture and world-map / 61 3.3 Length contraction / 62 3.4 Length contraction paradox / 63 3.5 Time dilation; The twin paradox / 64 3.6' Velocity transformation; Relative and mutual velocity / 68 3.7 Acceleration transformation; Hyperbolic motion / 70 3.8 Rigid motion and the uniformly accelerated rod / 71 Exercises 3 / 73 Relativistic optics / 77 4.1 Introduction / 77 4.2 The drag effect / 77 4.3 The Doppler effect / 78 4.4 Aberration / 81 4.5 The visual appearance of moving objects / 82 Exercises 4 / 85 Spacetime and four-vectors / 89 5.1 The discovery of Minkowski space / 89 5.2 Three-dimensional Minkowski diagrams / 90 5.3 Light cones and intervals 95.4 Three-vectors / 94 5.5 Four-vectors / 97 5.6 The geometry of four-vectors / 101 5.7 Plane waves / 103 Exercises 5 / 105 Relativistic particle mechanics / 108 6.1 Domain of sufficient validity of Newtonian mechanics / 108 6.2 The axioms of the new mechanics / 109 6.3 The equivalence of mass and energy / 111 6.4 Four-momentum identities / 114 6.5 Relativistic billiards / 115 6.6 The zero-momentum frame / 117 6.7 Threshold energies / 118 6.8 Light quanta and de Broglie waves / 119 6.9 The Compton effect / 121 6.10 Four-force and three-force / 123 Exercises 6 / 126 7 Four-tensors; Electromagnetism in vacuum / 130 7.1 Tensors: Preliminary ideas and notations / 130 7.2 Tensors: Definition and properties / 132 7.3 Maxwell's equations-in tensor form / 139 7.4 The four-potential / 143 7.5 Transformation of e and b; The dual field / 146 7.6 The field of a uniformly moving point charge / 148 7.7 The field of an infinite straight current / 150 7.8 The energy tensor of the electromagnetic field / 151 7.9 From the mechanics of the field to the mechanics of material continua / 154 Exercises 7 / 157 II General Relativity / 163 8 Curved spaces and the basic ideas of general relativity / 165 8.1 Curved surfaces / 165 8.2 Curved spaces of higher dimensions / 169 8.3 Riemannian spaces / 172 8.4 A plan for general relativity / 177 Exercises 8 / 180 9 Static and stationary spacetimes / 183 9.1 The coordinate lattice / 183 9.2 Synchronization of clocks / 184 9.3 First standard form of the metric / 186 9.4 Newtonian support for the geodesic law of motion / 188 9.5 Symmetries and the geometric characterization of static and stationary spacetimes / 191 9.6 Canonical metric and relativistic potentials / 195 9.7 The uniformly rotating lattice in Minkowski space / 198 Exercises 9 / 200 10 Geodesies, curvature tensor and vacuum field equations / 203 10.1 Tensors for general relativity / 203 10.2 Geodesies / 204 10.3 Geodesic coordinates / 208 10.4 Covariant and absolute differentiation / 210 10.5 The Riemann curvature tensor / 217 10.6 Einstein's vacuum field equations / 221 Exercises 10 / 224 11 The Schwarzschild metric / 228 11.1 Derivation of the metric / 228 11.2 Properties of the metric / 230 11.3 The geometry of the Schwarzschild lattice / 231 11.4 Contributions of the spatial curvature to post-Newtonian effects / 233 11.5 Coordinates and measurements / 235 11.6 The gravitational frequency shift / 236 11.7 Isotropic metric and Shapiro time delay / 237 11.8 Particle orbits in Schwarzschild space / 238 11.9 The precession of Mercury's orbit / 241 11.10 Photon orbits / 245 11.11 Deflection of light by a spherical mass / 248 11.12 Gravitational lenses / 250 11.13 de Sitter precession via rotating coordinates / 252 Exercises 11 / 254 12 Black holes and Kruskal space / 258 12.1 Schwarzschild black holes / 258 12.2 Potential energy; A general-relativistic `proof' of $E = m c^2$ / 263 12.3 The extendibility of Schwarzschild spacetime / 265 12.4 The uniformly accelerated lattice / 267 12.5 Kruskal space / 272 12.6 Black-hole thermodynamics and related topics / 279 Exercises 12 / 281 13 An exact plane gravitational wave / 284 13.1 Introduction / 284 13.2 The plane-wave metric / 284 13.3 When wave meets dust / 287 13.4 Inertial coordinates behind the wave / 288 13.5 When wave meets light / 290 13.6 The Penrose topology / 291 13.7 Solving the field equation / 293 Exercises 13 / 295 14 The full field equations; de Sitter space / 296 14.1 The laws of physics in curved spacetime / 296 14.2 At last, the full field equations / 299 14.3 The cosmological constant / 303 14.4 Modified Schwarzschild space / 304 14.5 de Sitter space / 306 14.6 Anti-de Sitter space / 312 Exercises 14 / 314 15 Linearized general relativity / 318 15.1 The basic equations / 318 15.2 Gravitational waves. The TT gauge / 323 15.3 Some physics of plane waves / 325 15.4 Generation and detection of gravitational waves / 330 15.5 The electromagnetic analogy in linearized GR / 335 Exercises 15 / 341 III Cosmology / 345 16 Cosmological spacetimes / 347 16.1 The basic facts / 347 16.2 Beginning to construct the model / 358 16.3 Milne's model / 360 16.4 The Friedman--Robertson--Walker metric / 363 16.5 Robertson and Walker's theorem / 368 Exercises 16 / 369 17 Light propagation in FRW universes / 373 17.1 Representation of FRW universes by subuniverses / 373 17.2 The cosmological frequency shift / 374 17.3 Cosmological horizons / 376 17.4 The apparent horizon / 382 17.5 Observables / 384 Exercises 17 / 388 18 Dynamics of FRW universes / 391 18.1 Applying the field equations / 391 18.2 What the field equations tell us / 393 18.3 The Friedman models / 396 18.4 Once again, comparison with observation / 405 18.5 Inflation / 409 18.6 The anthropic principle / 413 Exercises 18 / 415 Appendix: Curvature tensor components for the diagonal metric / 417 Index / 421

rawTOC:
Introduction / 1 \\ 1 From absolute space and time to influenceable spacetime: an overview / 3 \\ 1.1 Definition of relativity / 3 \\ 1.2 Newton's laws and inertial frames / 4 \\ 1.3 The Galilean transformation / 5 \\ 1.4 Newtonian relativity / 6 \\ 1.5 Objections to absolute space; Mach's principle / 7 \\ 1.6 The ether / 9 \\ 1.7 Michelson and Morley's search for the ether / 9 \\ 1.8 Lorentz's ether theory / 10 \\ 1.9 Origins of special relativity / 12 \\ 1.10 Further arguments for Einstein's two postulates / 14 \\ 1.11 Cosmology and first doubts about inertial frames / 15 \\ 1.12 Inertial and gravitational mass / 16 \\ 1.13 Einstein's equivalence principle / 18 \\ 1.14 Preview of general relativity / 20 \\ 1.15 Caveats on the equivalence principle / 22 \\ 1.16 Gravitational frequency shift and light bending / 24 \\ Exercises 1 / 27 \\ 1 Special Relativity / 31 \\ 2 Foundations of special relativity; The Lorentz transformation / 33 \\ 2.1 On the nature of physical theories / 33 \\ 2.2 Basic features of special relativity / 34 \\ 2.3 Relativistic problem solving / 36 \\ 2.4 Relativity of simultaneity, time-dilation and length-contraction: a preview / 38 \\ 2.5 The relativity principle and the homogeneity and isotropy of inertial frames / 39 \\ 2.6 The coordinate lattice; Definitions of simultaneity / 41 \\ 2.7 Derivation of the Lorentz transformation / 43 \\ 2.8 Properties of the Lorentz transformation / 47 \\ 2.9 Graphical representation of the Lorentz transformation / 49 \\ 2.10 The relativistic speed limit / 54 \\ 2.11 Which transformations are allowed by the relativity principle? / 57 \\ Exercises 2 / 58 \\ Relativistic kinematics / 61 \\ 3.1 Introduction / 61 \\ 3.2 World-picture and world-map / 61 \\ 3.3 Length contraction / 62 \\ 3.4 Length contraction paradox / 63 \\ 3.5 Time dilation; The twin paradox / 64 \\ 3.6' Velocity transformation; Relative and mutual velocity / 68 \\ 3.7 Acceleration transformation; Hyperbolic motion / 70 \\ 3.8 Rigid motion and the uniformly accelerated rod / 71 \\ Exercises 3 / 73 \\ Relativistic optics / 77 \\ 4.1 Introduction / 77 \\ 4.2 The drag effect / 77 \\ 4.3 The Doppler effect / 78 \\ 4.4 Aberration / 81 \\ 4.5 The visual appearance of moving objects / 82 \\ Exercises 4 / 85 \\ Spacetime and four-vectors / 89 \\ 5.1 The discovery of Minkowski space / 89 \\ 5.2 Three-dimensional Minkowski diagrams / 90 \\ 5.3 Light cones and intervals 9\ 5.4 Three-vectors / 94 \\ 5.5 Four-vectors \. / 97 \\ 5.6 The geometry of four-vectors / 101 \\ 5.7 Plane waves / 103 \\ Exercises 5 / 105 \\ Relativistic particle mechanics / 108 \\ 6.1 Domain of sufficient validity of Newtonian mechanics / 108 \\ 6.2 The axioms of the new mechanics / 109 \\ 6.3 The equivalence of mass and energy / 111 \\ 6.4 Four-momentum identities / 114 \\ 6.5 Relativistic billiards / 115 \\ 6.6 The zero-momentum frame / 117 \\ 6.7 Threshold energies / 118 \\ 6.8 Light quanta and de Broglie waves / 119 \\ 6.9 The Compton effect / 121 \\ 6.10 Four-force and three-force / 123 \\ Exercises 6 / 126 \\ 7 Four-tensors; Electromagnetism in vacuum / 130 \\ 7.1 Tensors: Preliminary ideas and notations / 130 \\ 7.2 Tensors: Definition and properties / 132 \\ 7.3 Maxwell's equations-in tensor form / 139 \\ 7.4 The four-potential / 143 \\ 7.5 Transformation of e and b; The dual field / 146 \\ 7.6 The field of a uniformly moving point charge / 148 \\ 7.7 The field of an infinite straight current / 150 \\ 7.8 The energy tensor of the electromagnetic field / 151 \\ 7.9 From the mechanics of the field to the mechanics of material continua / 154 \\ Exercises 7 / 157 \\ II General Relativity / 163 \\ 8 Curved spaces and the basic ideas of general relativity / 165 \\ 8.1 Curved surfaces / 165 \\ 8.2 Curved spaces of higher dimensions / 169 \\ 8.3 Riemannian spaces / 172 \\ 8.4 A plan for general relativity / 177 \\ Exercises 8 / 180 \\ 9 Static and stationary spacetimes / 183 \\ 9.1 The coordinate lattice / 183 \\ 9.2 Synchronization of clocks / 184 \\ 9.3 First standard form of the metric / 186 \\ 9.4 Newtonian support for the geodesic law of motion / 188 \\ 9.5 Symmetries and the geometric characterization of static and stationary spacetimes / 191 \\ 9.6 Canonical metric and relativistic potentials / 195 \\ 9.7 The uniformly rotating lattice in Minkowski space / 198 \\ Exercises 9 / 200 \\ 10 Geodesies, curvature tensor and vacuum field equations / 203 \\ 10.1 Tensors for general relativity / 203 \\ 10.2 Geodesies / 204 \\ 10.3 Geodesic coordinates / 208 \\ 10.4 Covariant and absolute differentiation / 210 \\ 10.5 The Riemann curvature tensor / 217 \\ 10.6 Einstein's vacuum field equations / 221 \\ Exercises 10 / 224 \\ 11 The Schwarzschild metric / 228 \\ 11.1 Derivation of the metric / 228 \\ 11.2 Properties of the metric / 230 \\ 11.3 The geometry of the Schwarzschild lattice / 231 \\ 11.4 Contributions of the spatial curvature to post-Newtonian effects / 233 \\ 11.5 Coordinates and measurements / 235 \\ 11.6 The gravitational frequency shift / 236 \\ 11.7 Isotropic metric and Shapiro time delay / 237 \\ 11.8 Particle orbits in Schwarzschild space / 238 \\ 11.9 The precession of Mercury's orbit / 241 \\ 11.10 Photon orbits / 245 \\ 11.11 Deflection of light by a spherical mass / 248 \\ 11.12 Gravitational lenses / 250 \\ 11.13 de Sitter precession via rotating coordinates / 252 \\ Exercises 11 / 254 \\ 12 Black holes and Kruskal space / 258 \\ 12.1 Schwarzschild black holes / 258 \\ 12.2 Potential energy; A general-relativistic `proof' of $E = m c^2$ / 263 \\ 12.3 The extendibility of Schwarzschild spacetime / 265 \\ 12.4 The uniformly accelerated lattice / 267 \\ 12.5 Kruskal space / 272 \\ 12.6 Black-hole thermodynamics and related topics / 279 \\ Exercises 12 / 281 \\ 13 An exact plane gravitational wave / 284 \\ 13.1 Introduction / 284 \\ 13.2 The plane-wave metric / 284 \\ 13.3 When wave meets dust / 287 \\ 13.4 Inertial coordinates behind the wave / 288 \\ 13.5 When wave meets light / 290 \\ 13.6 The Penrose topology / 291 \\ 13.7 Solving the field equation / 293 \\ Exercises 13 / 295 \\ 14 The full field equations; de Sitter space / 296 \\ 14.1 The laws of physics in curved spacetime / 296 \\ 14.2 At last, the full field equations / 299 \\ 14.3 The cosmological constant / 303 \\ 14.4 Modified Schwarzschild space / 304 \\ 14.5 de Sitter space / 306 \\ 14.6 Anti-de Sitter space / 312 \\ Exercises 14 / 314 \\ 15 Linearized general relativity / 318 \\ 15.1 The basic equations / 318 \\ 15.2 Gravitational waves. The TT gauge / 323 \\ 15.3 Some physics of plane waves / 325 \\ 15.4 Generation and detection of gravitational waves / 330 \\ 15.5 The electromagnetic analogy in linearized GR / 335 \\ Exercises 15 / 341 \\ III Cosmology / 345 \\ 16 Cosmological spacetimes / 347 \\ 16.1 The basic facts / 347 \\ 16.2 Beginning to construct the model / 358 \\ 16.3 Milne's model / 360 \\ 16.4 The Friedman--Robertson--Walker metric / 363 \\ 16.5 Robertson and Walker's theorem / 368 \\ Exercises 16 / 369 \\ 17 Light propagation in FRW universes / 373 \\ 17.1 Representation of FRW universes by subuniverses / 373 \\ 17.2 The cosmological frequency shift / 374 \\ 17.3 Cosmological horizons / 376 \\ 17.4 The apparent horizon / 382 \\ 17.5 Observables / 384 \\ Exercises 17 / 388 \\ 18 Dynamics of FRW universes / 391 \\ 18.1 Applying the field equations / 391 \\ 18.2 What the field equations tell us / 393 \\ 18.3 The Friedman models / 396 \\ 18.4 Once again, comparison with observation / 405 \\ 18.5 Inflation / 409 \\ 18.6 The anthropic principle / 413 \\ Exercises 18 / 415 \\ Appendix: Curvature tensor components for the diagonal metric / 417 \\ Index / 421

entry:
@Book{Rindler:2001:RSG,
  author =       "Wolfgang Rindler",
  title =        "{Relativity}: special, general, and cosmological",
  publisher =    pub-OXFORD,
  address =      pub-OXFORD:adr,
  pages =        "xiii + 428",
  year =         "2001",
  ISBN =         "0-19-850836-0 (paperback), 0-19-850835-2 (hardcover)",
  ISBN-13 =      "978-0-19-850836-6 (paperback), 978-0-19-850835-9
                 (hardcover)",
  LCCN =         "QC173.55 .R563 2001",
  bibdate =      "Wed Dec 24 14:11:20 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0610/00067605-d.html;
                 http://www.loc.gov/catdir/enhancements/fy0610/00067605-t.html",
  acknowledgement = ack-nhfb,
  subject =      "relativity (physics); cosmology",
  tableofcontents = "Introduction / 1 \\
                 1 From absolute space and time to influenceable
                 spacetime: an overview / 3 \\
                 1.1 Definition of relativity / 3 \\
                 1.2 Newton's laws and inertial frames / 4 \\
                 1.3 The Galilean transformation / 5 \\
                 1.4 Newtonian relativity / 6 \\
                 1.5 Objections to absolute space; Mach's principle / 7
                 \\
                 1.6 The ether / 9 \\
                 1.7 Michelson and Morley's search for the ether / 9 \\
                 1.8 Lorentz's ether theory / 10 \\
                 1.9 Origins of special relativity / 12 \\
                 1.10 Further arguments for Einstein's two postulates /
                 14 \\
                 1.11 Cosmology and first doubts about inertial frames /
                 15 \\
                 1.12 Inertial and gravitational mass / 16 \\
                 1.13 Einstein's equivalence principle / 18 \\
                 1.14 Preview of general relativity / 20 \\
                 1.15 Caveats on the equivalence principle / 22 \\
                 1.16 Gravitational frequency shift and light bending /
                 24 \\
                 Exercises 1 / 27 \\
                 1 Special Relativity / 31 \\
                 2 Foundations of special relativity; The Lorentz
                 transformation / 33 \\
                 2.1 On the nature of physical theories / 33 \\
                 2.2 Basic features of special relativity / 34 \\
                 2.3 Relativistic problem solving / 36 \\
                 2.4 Relativity of simultaneity, time-dilation and
                 length-contraction: a preview / 38 \\
                 2.5 The relativity principle and the homogeneity and
                 isotropy of inertial frames / 39 \\
                 2.6 The coordinate lattice; Definitions of simultaneity
                 / 41 \\
                 2.7 Derivation of the Lorentz transformation / 43 \\
                 2.8 Properties of the Lorentz transformation / 47 \\
                 2.9 Graphical representation of the Lorentz
                 transformation / 49 \\
                 2.10 The relativistic speed limit / 54 \\
                 2.11 Which transformations are allowed by the
                 relativity principle? / 57 \\
                 Exercises 2 / 58 \\
                 Relativistic kinematics / 61 \\
                 3.1 Introduction / 61 \\
                 3.2 World-picture and world-map / 61 \\
                 3.3 Length contraction / 62 \\
                 3.4 Length contraction paradox / 63 \\
                 3.5 Time dilation; The twin paradox / 64 \\
                 3.6' Velocity transformation; Relative and mutual
                 velocity / 68 \\
                 3.7 Acceleration transformation; Hyperbolic motion / 70
                 \\
                 3.8 Rigid motion and the uniformly accelerated rod / 71
                 \\
                 Exercises 3 / 73 \\
                 Relativistic optics / 77 \\
                 4.1 Introduction / 77 \\
                 4.2 The drag effect / 77 \\
                 4.3 The Doppler effect / 78 \\
                 4.4 Aberration / 81 \\
                 4.5 The visual appearance of moving objects / 82 \\
                 Exercises 4 / 85 \\
                 Spacetime and four-vectors / 89 \\
                 5.1 The discovery of Minkowski space / 89 \\
                 5.2 Three-dimensional Minkowski diagrams / 90 \\
                 5.3 Light cones and intervals 9\ 5.4 Three-vectors / 94
                 \\
                 5.5 Four-vectors \. / 97 \\
                 5.6 The geometry of four-vectors / 101 \\
                 5.7 Plane waves / 103 \\
                 Exercises 5 / 105 \\
                 Relativistic particle mechanics / 108 \\
                 6.1 Domain of sufficient validity of Newtonian
                 mechanics / 108 \\
                 6.2 The axioms of the new mechanics / 109 \\
                 6.3 The equivalence of mass and energy / 111 \\
                 6.4 Four-momentum identities / 114 \\
                 6.5 Relativistic billiards / 115 \\
                 6.6 The zero-momentum frame / 117 \\
                 6.7 Threshold energies / 118 \\
                 6.8 Light quanta and de Broglie waves / 119 \\
                 6.9 The Compton effect / 121 \\
                 6.10 Four-force and three-force / 123 \\
                 Exercises 6 / 126 \\
                 7 Four-tensors; Electromagnetism in vacuum / 130 \\
                 7.1 Tensors: Preliminary ideas and notations / 130 \\
                 7.2 Tensors: Definition and properties / 132 \\
                 7.3 Maxwell's equations-in tensor form / 139 \\
                 7.4 The four-potential / 143 \\
                 7.5 Transformation of e and b; The dual field / 146 \\
                 7.6 The field of a uniformly moving point charge / 148
                 \\
                 7.7 The field of an infinite straight current / 150 \\
                 7.8 The energy tensor of the electromagnetic field /
                 151 \\
                 7.9 From the mechanics of the field to the mechanics of
                 material continua / 154 \\
                 Exercises 7 / 157 \\
                 II General Relativity / 163 \\
                 8 Curved spaces and the basic ideas of general
                 relativity / 165 \\
                 8.1 Curved surfaces / 165 \\
                 8.2 Curved spaces of higher dimensions / 169 \\
                 8.3 Riemannian spaces / 172 \\
                 8.4 A plan for general relativity / 177 \\
                 Exercises 8 / 180 \\
                 9 Static and stationary spacetimes / 183 \\
                 9.1 The coordinate lattice / 183 \\
                 9.2 Synchronization of clocks / 184 \\
                 9.3 First standard form of the metric / 186 \\
                 9.4 Newtonian support for the geodesic law of motion /
                 188 \\
                 9.5 Symmetries and the geometric characterization of
                 static and stationary spacetimes / 191 \\
                 9.6 Canonical metric and relativistic potentials / 195
                 \\
                 9.7 The uniformly rotating lattice in Minkowski space /
                 198 \\
                 Exercises 9 / 200 \\
                 10 Geodesies, curvature tensor and vacuum field
                 equations / 203 \\
                 10.1 Tensors for general relativity / 203 \\
                 10.2 Geodesies / 204 \\
                 10.3 Geodesic coordinates / 208 \\
                 10.4 Covariant and absolute differentiation / 210 \\
                 10.5 The Riemann curvature tensor / 217 \\
                 10.6 Einstein's vacuum field equations / 221 \\
                 Exercises 10 / 224 \\
                 11 The Schwarzschild metric / 228 \\
                 11.1 Derivation of the metric / 228 \\
                 11.2 Properties of the metric / 230 \\
                 11.3 The geometry of the Schwarzschild lattice / 231
                 \\
                 11.4 Contributions of the spatial curvature to
                 post-Newtonian effects / 233 \\
                 11.5 Coordinates and measurements / 235 \\
                 11.6 The gravitational frequency shift / 236 \\
                 11.7 Isotropic metric and Shapiro time delay / 237 \\
                 11.8 Particle orbits in Schwarzschild space / 238 \\
                 11.9 The precession of Mercury's orbit / 241 \\
                 11.10 Photon orbits / 245 \\
                 11.11 Deflection of light by a spherical mass / 248 \\
                 11.12 Gravitational lenses / 250 \\
                 11.13 de Sitter precession via rotating coordinates /
                 252 \\
                 Exercises 11 / 254 \\
                 12 Black holes and Kruskal space / 258 \\
                 12.1 Schwarzschild black holes / 258 \\
                 12.2 Potential energy; A general-relativistic `proof'
                 of $E = m c^2$ / 263 \\
                 12.3 The extendibility of Schwarzschild spacetime / 265
                 \\
                 12.4 The uniformly accelerated lattice / 267 \\
                 12.5 Kruskal space / 272 \\
                 12.6 Black-hole thermodynamics and related topics / 279
                 \\
                 Exercises 12 / 281 \\
                 13 An exact plane gravitational wave / 284 \\
                 13.1 Introduction / 284 \\
                 13.2 The plane-wave metric / 284 \\
                 13.3 When wave meets dust / 287 \\
                 13.4 Inertial coordinates behind the wave / 288 \\
                 13.5 When wave meets light / 290 \\
                 13.6 The Penrose topology / 291 \\
                 13.7 Solving the field equation / 293 \\
                 Exercises 13 / 295 \\
                 14 The full field equations; de Sitter space / 296 \\
                 14.1 The laws of physics in curved spacetime / 296 \\
                 14.2 At last, the full field equations / 299 \\
                 14.3 The cosmological constant / 303 \\
                 14.4 Modified Schwarzschild space / 304 \\
                 14.5 de Sitter space / 306 \\
                 14.6 Anti-de Sitter space / 312 \\
                 Exercises 14 / 314 \\
                 15 Linearized general relativity / 318 \\
                 15.1 The basic equations / 318 \\
                 15.2 Gravitational waves. The TT gauge / 323 \\
                 15.3 Some physics of plane waves / 325 \\
                 15.4 Generation and detection of gravitational waves /
                 330 \\
                 15.5 The electromagnetic analogy in linearized GR / 335
                 \\
                 Exercises 15 / 341 \\
                 III Cosmology / 345 \\
                 16 Cosmological spacetimes / 347 \\
                 16.1 The basic facts / 347 \\
                 16.2 Beginning to construct the model / 358 \\
                 16.3 Milne's model / 360 \\
                 16.4 The Friedman--Robertson--Walker metric / 363 \\
                 16.5 Robertson and Walker's theorem / 368 \\
                 Exercises 16 / 369 \\
                 17 Light propagation in FRW universes / 373 \\
                 17.1 Representation of FRW universes by subuniverses /
                 373 \\
                 17.2 The cosmological frequency shift / 374 \\
                 17.3 Cosmological horizons / 376 \\
                 17.4 The apparent horizon / 382 \\
                 17.5 Observables / 384 \\
                 Exercises 17 / 388 \\
                 18 Dynamics of FRW universes / 391 \\
                 18.1 Applying the field equations / 391 \\
                 18.2 What the field equations tell us / 393 \\
                 18.3 The Friedman models / 396 \\
                 18.4 Once again, comparison with observation / 405 \\
                 18.5 Inflation / 409 \\
                 18.6 The anthropic principle / 413 \\
                 Exercises 18 / 415 \\
                 Appendix: Curvature tensor components for the diagonal
                 metric / 417 \\
                 Index / 421",
}


bibtype: book
filename: einstein.bib
label: Carmeli:2002:CSR
author: Moshe Carmeli
title: Cosmological Special Relativity: the large scale structure of space, time and velocity
publisher: pub-WORLD-SCI
address: pub-WORLD-SCI:adr
edition: Second
pages: xvi + 207
year: 2002
ISBN: 981-02-4936-5 OR 9810249365
ISBN13: 978-981-02-4936-6 OR 9789810249366
LCCN: QB981 .C363 2002
bibdate: Mon Oct 9 07:52:59 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.09 07:52:59 MDT
URL: http://www.loc.gov/catdir/toc/fy031/2002025893.html
subject: Cosmology; Special Relativity (physics); Gravitational fields; Space and time
acknowledgement: ack-nhfb
rawauthor: Moshe Carmeli
rawtitle: Cosmological {Special Relativity}: the large scale structure of space, time and velocity
TOC:
1 Introduction 1.1 Historical background 1.2 Cosmology and Special Relativity 1.3 References 2 Cosmological Special Relativity 2.1 Introduction 2.2 Fundamentals of Special Relativity 2.3 Present-day cosmology 2.4 Postulates 2.5 Cosmic frames 2.6 Spacevelocity in cosmology 2.7 Pre-Special-Relativity 2.8 Relative cosmic time 2.9 Inadequacy of the classical transformation 2.10 Universe expansion versus light propagation 2.11 The cosmological transformation 2.12 Interpretation of the cosmological transformation 2.13 Another derivation of the cosmological transformation 2.14 The galaxy cone 2.15 Consequences of the cosmological transformation 2.15.1 Classical limit 2.15.2 Length contraction 2.15.3 Velocity contraction 2.15.4 Law of addition of cosmic times 2.15.5 Inflation of the Universe 2.15.6 Minimal acceleration in nature 2.15.7 Cosmological redshift 2.16 Concluding remarks 2.17 References 3 Extension of the Lorentz Group to Cosmology 3.1 Preliminaries 3.2 The line element 3.3 The transformations explicitly 3.4 The generalized transformation 3.5 Concluding remarks 3.6 References 4 Fundamentals of Einstein's Special Relativity 4.1 Postulates of Special Relativity 4.1.1 The Principle of Relativity. Constancy of the speed of light 4.1.2 Coordinates 4.1.3 Inertial coordinate system 4.1.4 Simultaneity 4.2 The Galilean transformation 4.2.1 The Galilean group 4.3 The Lorentz transformation 4.3.1 Measuring rods and clocks 4.3.2 Spatial coordinates and time 4.3.3 Einstein's paradox 4.3.4 Apparent incompatibility of the Special Relativity postulates 4.3.5 Remark on action-at-a-distance 4.3.6 Derivation of the Lorentz transformation 4.3.7 The Lorentz group 4.3.8 Problems 4.4 Consequences of the Lorentz transformation 4.4.1 Nonrelativistic limit 4.4.2 The Lorentz contraction of lengths 4.4.3 The dilation of time 4.4.4 The addition of velocities law 4.4.5 Problems 4.5 References 5 Structure of Spacetime 5.1 Special Relativity as a valuable guide 5.2 Four dimensions in classical mechanics 5.3 The Minkowskian spacetime 5.4 Proper time 5.5 Velocity and acceleration four-vectors 5.6 Problems 5.7 References 6 The Light Cone 6.1 The light cone 6.2 Events and coordinate systems 6.3 Problems 6.4 Future and past 6.5 References 7 Mass, Energy and Momentum 7.1 Preliminaries 7.2 Mass, energy and momentum 7.3 Angular-momentum representation 7.4 Energy-momentum four-vector 7.5 Problems 7.6 References 8 Velocity, Acceleration and Cosmic Distances 8.1 Preliminaries 8.2 Velocity and acceleration four-vectors 8.3 Acceleration and distances 8.4 Energy in ESR versus cosmic distance in CSR 8.5 Distance-velocity four-vector 8.6 Conclusions 8.7 References 9 First Days of the Universe 9.1 Preliminaries 9.2 Lengths of days 9.3 Comparison with Einstein's Special Relativity 9.4 References A Cosmological General Relativity A.1 Preliminaries A.2 Cosmology in spacevelocity A.3 Gravitational field equations A.4 Solution of the field equations A.5 Classification of universes A.6 Physical meaning A.7 The accelerating universe A.8 Theory versus experiment A.9 Concluding remarks A.10 References B Five-Dimensional Brane World Theory B.1 Introduction B.1.1 Cosmic coordinate systems: The Hubble transformation B.1.2 Lorentz-like cosmological transformation B.1.3 Five-dimensional manifold of space, time and velocity B.2 Universe with gravitation B.2.1 The Bianchi identities B.2.2 The gravitational field equations B.2.3 Velocity as an independent coordinate B.2.4 Effective mass density in cosmology B.3 The accelerating Universe B.3.1 Preliminaries B.3.2 Expanding Universe B.3.3 Decelerating, constant and accelerating expansions B.3.4 Accelerating Universe B.4 The Tully--Fisher formula: Halo dark matter B.4.1 The geodesic equation B.4.2 Equations of motion B.4.3 The Tully--Fisher law B.5 The cosmological constant B.5.1 The cosmological term B.5.2 The supernovae experiments value for the cosmological constant B.5.3 The Behar-Carmeli predicted value for the cosmological constant B.5.4 Comparison with experiment B.6 Cosmological redshift analysis B.6.1 The redshift formula B.6.2 Particular cases B.6.3 Conclusions B.7 Concluding remarks B.8 Mathematical conventions and Christoffel symbols B.9 Components of the Ricci tensor B.10 Integration of the Universe expansion equation B.11 References C Cosmic Temperature Decline C.1 Introduction C.2 Temperature formula without gravity C.3 Comparison C.4 References

rawTOC:
1 Introduction \\ 1.1 Historical background \\ 1.2 Cosmology and Special Relativity \\ 1.3 References \\ 2 Cosmological Special Relativity \\ 2.1 Introduction \\ 2.2 Fundamentals of Special Relativity \\ 2.3 Present-day cosmology \\ 2.4 Postulates \\ 2.5 Cosmic frames \\ 2.6 Spacevelocity in cosmology \\ 2.7 Pre-Special-Relativity \\ 2.8 Relative cosmic time \\ 2.9 Inadequacy of the classical transformation \\ 2.10 Universe expansion versus light propagation \\ 2.11 The cosmological transformation \\ 2.12 Interpretation of the cosmological transformation \\ 2.13 Another derivation of the \\ cosmological transformation \\ 2.14 The galaxy cone \\ 2.15 Consequences of the cosmological transformation \\ 2.15.1 Classical limit \\ 2.15.2 Length contraction \\ 2.15.3 Velocity contraction \\ 2.15.4 Law of addition of cosmic times \\ 2.15.5 Inflation of the Universe \\ 2.15.6 Minimal acceleration in nature \\ 2.15.7 Cosmological redshift \\ 2.16 Concluding remarks \\ 2.17 References \\ 3 Extension of the Lorentz Group to Cosmology \\ 3.1 Preliminaries \\ 3.2 The line element \\ 3.3 The transformations explicitly \\ 3.4 The generalized transformation \\ 3.5 Concluding remarks \\ 3.6 References \\ 4 Fundamentals of Einstein's Special Relativity \\ 4.1 Postulates of Special Relativity \\ 4.1.1 The Principle of Relativity. Constancy of the \\ speed of light \\ 4.1.2 Coordinates \\ 4.1.3 Inertial coordinate system \\ 4.1.4 Simultaneity \\ 4.2 The Galilean transformation \\ 4.2.1 The Galilean group \\ 4.3 The Lorentz transformation \\ 4.3.1 Measuring rods and clocks \\ 4.3.2 Spatial coordinates and time \\ 4.3.3 Einstein's paradox \\ 4.3.4 Apparent incompatibility of the Special Relativity postulates \\ 4.3.5 Remark on action-at-a-distance \\ 4.3.6 Derivation of the Lorentz transformation \\ 4.3.7 The Lorentz group \\ 4.3.8 Problems \\ 4.4 Consequences of the Lorentz transformation \\ 4.4.1 Nonrelativistic limit \\ 4.4.2 The Lorentz contraction of lengths \\ 4.4.3 The dilation of time \\ 4.4.4 The addition of velocities law \\ 4.4.5 Problems \\ 4.5 References \\ 5 Structure of Spacetime \\ 5.1 Special Relativity as a valuable guide \\ 5.2 Four dimensions in classical mechanics \\ 5.3 The Minkowskian spacetime \\ 5.4 Proper time \\ 5.5 Velocity and acceleration four-vectors \\ 5.6 Problems \\ 5.7 References \\ 6 The Light Cone \\ 6.1 The light cone \\ 6.2 Events and coordinate systems \\ 6.3 Problems \\ 6.4 Future and past \\ 6.5 References \\ 7 Mass, Energy and Momentum \\ 7.1 Preliminaries \\ 7.2 Mass, energy and momentum \\ 7.3 Angular-momentum representation \\ 7.4 Energy-momentum four-vector \\ 7.5 Problems \\ 7.6 References \\ 8 Velocity, Acceleration and Cosmic Distances \\ 8.1 Preliminaries \\ 8.2 Velocity and acceleration four-vectors \\ 8.3 Acceleration and distances \\ 8.4 Energy in ESR versus cosmic distance in CSR \\ 8.5 Distance-velocity four-vector \\ 8.6 Conclusions \\ 8.7 References \\ 9 First Days of the Universe \\ 9.1 Preliminaries \\ 9.2 Lengths of days \\ 9.3 Comparison with Einstein's Special Relativity \\ 9.4 References \\ A Cosmological General Relativity \\ A.1 Preliminaries \\ A.2 Cosmology in spacevelocity \\ A.3 Gravitational field equations \\ A.4 Solution of the field equations \\ A.5 Classification of universes \\ A.6 Physical meaning \\ A.7 The accelerating universe \\ A.8 Theory versus experiment \\ A.9 Concluding remarks \\ A.10 References \\ B Five-Dimensional Brane World Theory \\ B.1 Introduction \\ B.1.1 Cosmic coordinate systems: The Hubble transformation \\ B.1.2 Lorentz-like cosmological transformation \\ B.1.3 Five-dimensional manifold of space, time and \\ velocity \\ B.2 Universe with gravitation \\ B.2.1 The Bianchi identities \\ B.2.2 The gravitational field equations \\ B.2.3 Velocity as an independent coordinate \\ B.2.4 Effective mass density in cosmology \\ B.3 The accelerating Universe \\ B.3.1 Preliminaries \\ B.3.2 Expanding Universe \\ B.3.3 Decelerating, constant and accelerating expansions \\ B.3.4 Accelerating Universe \\ B.4 The Tully--Fisher formula: Halo dark matter \\ B.4.1 The geodesic equation \\ B.4.2 Equations of motion \\ B.4.3 The Tully--Fisher law \\ B.5 The cosmological constant \\ B.5.1 The cosmological term \\ B.5.2 The supernovae experiments value for the \\ cosmological constant \\ B.5.3 The Behar-Carmeli predicted value for the \\ cosmological constant \\ B.5.4 Comparison with experiment \\ B.6 Cosmological redshift analysis \\ B.6.1 The redshift formula \\ B.6.2 Particular cases \\ B.6.3 Conclusions \\ B.7 Concluding remarks \\ B.8 Mathematical conventions and Christoffel symbols \\ B.9 Components of the Ricci tensor \\ B.10 Integration of the Universe expansion equation \\ B.11 References \\ C Cosmic Temperature Decline \\ C.1 Introduction \\ C.2 Temperature formula without gravity \\ C.3 Comparison \\ C.4 References

entry:
@Book{Carmeli:2002:CSR,
  author =       "Moshe Carmeli",
  title =        "Cosmological {Special Relativity}: the large scale
                 structure of space, time and velocity",
  publisher =    pub-WORLD-SCI,
  address =      pub-WORLD-SCI:adr,
  edition =      "Second",
  pages =        "xvi + 207",
  year =         "2002",
  ISBN =         "981-02-4936-5",
  ISBN-13 =      "978-981-02-4936-6",
  LCCN =         "QB981 .C363 2002",
  bibdate =      "Mon Oct 9 07:52:59 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/toc/fy031/2002025893.html",
  acknowledgement = ack-nhfb,
  subject =      "Cosmology; Special Relativity (physics); Gravitational
                 fields; Space and time",
  tableofcontents = "1 Introduction \\
                 1.1 Historical background \\
                 1.2 Cosmology and Special Relativity \\
                 1.3 References \\
                 2 Cosmological Special Relativity \\
                 2.1 Introduction \\
                 2.2 Fundamentals of Special Relativity \\
                 2.3 Present-day cosmology \\
                 2.4 Postulates \\
                 2.5 Cosmic frames \\
                 2.6 Spacevelocity in cosmology \\
                 2.7 Pre-Special-Relativity \\
                 2.8 Relative cosmic time \\
                 2.9 Inadequacy of the classical transformation \\
                 2.10 Universe expansion versus light propagation \\
                 2.11 The cosmological transformation \\
                 2.12 Interpretation of the cosmological transformation
                 \\
                 2.13 Another derivation of the \\
                 cosmological transformation \\
                 2.14 The galaxy cone \\
                 2.15 Consequences of the cosmological transformation
                 \\
                 2.15.1 Classical limit \\
                 2.15.2 Length contraction \\
                 2.15.3 Velocity contraction \\
                 2.15.4 Law of addition of cosmic times \\
                 2.15.5 Inflation of the Universe \\
                 2.15.6 Minimal acceleration in nature \\
                 2.15.7 Cosmological redshift \\
                 2.16 Concluding remarks \\
                 2.17 References \\
                 3 Extension of the Lorentz Group to Cosmology \\
                 3.1 Preliminaries \\
                 3.2 The line element \\
                 3.3 The transformations explicitly \\
                 3.4 The generalized transformation \\
                 3.5 Concluding remarks \\
                 3.6 References \\
                 4 Fundamentals of Einstein's Special Relativity \\
                 4.1 Postulates of Special Relativity \\
                 4.1.1 The Principle of Relativity. Constancy of the \\
                 speed of light \\
                 4.1.2 Coordinates \\
                 4.1.3 Inertial coordinate system \\
                 4.1.4 Simultaneity \\
                 4.2 The Galilean transformation \\
                 4.2.1 The Galilean group \\
                 4.3 The Lorentz transformation \\
                 4.3.1 Measuring rods and clocks \\
                 4.3.2 Spatial coordinates and time \\
                 4.3.3 Einstein's paradox \\
                 4.3.4 Apparent incompatibility of the Special
                 Relativity postulates \\
                 4.3.5 Remark on action-at-a-distance \\
                 4.3.6 Derivation of the Lorentz transformation \\
                 4.3.7 The Lorentz group \\
                 4.3.8 Problems \\
                 4.4 Consequences of the Lorentz transformation \\
                 4.4.1 Nonrelativistic limit \\
                 4.4.2 The Lorentz contraction of lengths \\
                 4.4.3 The dilation of time \\
                 4.4.4 The addition of velocities law \\
                 4.4.5 Problems \\
                 4.5 References \\
                 5 Structure of Spacetime \\
                 5.1 Special Relativity as a valuable guide \\
                 5.2 Four dimensions in classical mechanics \\
                 5.3 The Minkowskian spacetime \\
                 5.4 Proper time \\
                 5.5 Velocity and acceleration four-vectors \\
                 5.6 Problems \\
                 5.7 References \\
                 6 The Light Cone \\
                 6.1 The light cone \\
                 6.2 Events and coordinate systems \\
                 6.3 Problems \\
                 6.4 Future and past \\
                 6.5 References \\
                 7 Mass, Energy and Momentum \\
                 7.1 Preliminaries \\
                 7.2 Mass, energy and momentum \\
                 7.3 Angular-momentum representation \\
                 7.4 Energy-momentum four-vector \\
                 7.5 Problems \\
                 7.6 References \\
                 8 Velocity, Acceleration and Cosmic Distances \\
                 8.1 Preliminaries \\
                 8.2 Velocity and acceleration four-vectors \\
                 8.3 Acceleration and distances \\
                 8.4 Energy in ESR versus cosmic distance in CSR \\
                 8.5 Distance-velocity four-vector \\
                 8.6 Conclusions \\
                 8.7 References \\
                 9 First Days of the Universe \\
                 9.1 Preliminaries \\
                 9.2 Lengths of days \\
                 9.3 Comparison with Einstein's Special Relativity \\
                 9.4 References \\
                 A Cosmological General Relativity \\
                 A.1 Preliminaries \\
                 A.2 Cosmology in spacevelocity \\
                 A.3 Gravitational field equations \\
                 A.4 Solution of the field equations \\
                 A.5 Classification of universes \\
                 A.6 Physical meaning \\
                 A.7 The accelerating universe \\
                 A.8 Theory versus experiment \\
                 A.9 Concluding remarks \\
                 A.10 References \\
                 B Five-Dimensional Brane World Theory \\
                 B.1 Introduction \\
                 B.1.1 Cosmic coordinate systems: The Hubble
                 transformation \\
                 B.1.2 Lorentz-like cosmological transformation \\
                 B.1.3 Five-dimensional manifold of space, time and \\
                 velocity \\
                 B.2 Universe with gravitation \\
                 B.2.1 The Bianchi identities \\
                 B.2.2 The gravitational field equations \\
                 B.2.3 Velocity as an independent coordinate \\
                 B.2.4 Effective mass density in cosmology \\
                 B.3 The accelerating Universe \\
                 B.3.1 Preliminaries \\
                 B.3.2 Expanding Universe \\
                 B.3.3 Decelerating, constant and accelerating
                 expansions \\
                 B.3.4 Accelerating Universe \\
                 B.4 The Tully--Fisher formula: Halo dark matter \\
                 B.4.1 The geodesic equation \\
                 B.4.2 Equations of motion \\
                 B.4.3 The Tully--Fisher law \\
                 B.5 The cosmological constant \\
                 B.5.1 The cosmological term \\
                 B.5.2 The supernovae experiments value for the \\
                 cosmological constant \\
                 B.5.3 The Behar-Carmeli predicted value for the \\
                 cosmological constant \\
                 B.5.4 Comparison with experiment \\
                 B.6 Cosmological redshift analysis \\
                 B.6.1 The redshift formula \\
                 B.6.2 Particular cases \\
                 B.6.3 Conclusions \\
                 B.7 Concluding remarks \\
                 B.8 Mathematical conventions and Christoffel symbols
                 \\
                 B.9 Components of the Ricci tensor \\
                 B.10 Integration of the Universe expansion equation \\
                 B.11 References \\
                 C Cosmic Temperature Decline \\
                 C.1 Introduction \\
                 C.2 Temperature formula without gravity \\
                 C.3 Comparison \\
                 C.4 References",
}


bibtype: book
filename: einstein.bib
label: Durell:2003:RR
author: Clement V. (Clement Vavasor) Durell
title: Readable Relativity
publisher: pub-DOVER
address: pub-DOVER:adr
pages: xi + 146
year: 2003
ISBN: 0-486-43257-2 (paperback) OR 0486432572 (paperback)
ISBN13: 978-0-486-43257-1 (paperback) OR 9780486432571 (paperback)
LCCN: QC173.57 .D87 2003
bibdate: Mon Dec 29 15:34:38 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.29 15:34:38 MST
URL: http://www.loc.gov/catdir/enhancements/fy0614/2003055297-d.html
remark: Originally published: London: G. Bell and Sons Ltd., 1926.
subject: Relativity (Physics); Popular works
acknowledgement: ack-nhfb
authordates: 1882--????
rawauthor: Clement V. (Clement Vavasor) Durell
rawtitle: Readable {Relativity}
entry:
@Book{Durell:2003:RR,
  author =       "Clement V. (Clement Vavasor) Durell",
  title =        "Readable {Relativity}",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "xi + 146",
  year =         "2003",
  ISBN =         "0-486-43257-2 (paperback)",
  ISBN-13 =      "978-0-486-43257-1 (paperback)",
  LCCN =         "QC173.57 .D87 2003",
  bibdate =      "Mon Dec 29 15:34:38 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0614/2003055297-d.html",
  acknowledgement = ack-nhfb,
  author-dates = "1882--????",
  remark =       "Originally published: London: G. Bell and Sons Ltd.,
                 1926.",
  subject =      "Relativity (Physics); Popular works",
}


bibtype: book
filename: einstein.bib
label: Pathria:2003:TR
author: R. K. Pathria
title: The Theory of Relativity
publisher: pub-DOVER
address: pub-DOVER:adr
pages: x + 314
year: 2003
ISBN: 0-486-42819-2 (paperback) OR 0486428192 (paperback)
ISBN13: 978-0-486-42819-2 (paperback) OR 9780486428192 (paperback)
LCCN: QC173.55 .P37 2003
bibdate: Mon Dec 29 14:59:00 MST 2008
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2008.12.29 14:59:00 MST
remark: Originally published: 2nd ed. Delhi: Hindustan Pub. Corp., 1963.
subject: relativity (physics)
acknowledgement: ack-nhfb
rawauthor: R. K. Pathria
rawtitle: The {Theory of Relativity}
URL:
http://www.loc.gov/catdir/description/dover031/2003043452.html; http://www.loc.gov/catdir/toc/dover031/2003043452.html

TOC:
Historical Introduction Part 1. The Special Theory: 1. Space--Time Transformations 2. Four-Dimensional Formulation of the Theory 3. Mechanics 4. Optics 5. Electromagnetism Part 2. The General Theory: 6. General Transformations in the Space--Time Continuum 7. Geometrization of Gravitation 8. Experimental Tests of Einstein's Theory of Gravitation 9. Relativistic Cosmology Appendixes. Differential Geometry of a Curved Surface

rawTOC:
Historical Introduction \\ Part 1. The Special Theory: \\ 1. Space--Time Transformations \\ 2. Four-Dimensional Formulation of the Theory \\ 3. Mechanics \\ 4. Optics \\ 5. Electromagnetism \\ Part 2. The General Theory: \\ 6. General Transformations in the Space--Time Continuum \\ 7. Geometrization of Gravitation \\ 8. Experimental Tests of Einstein's Theory of Gravitation \\ 9. Relativistic Cosmology \\ Appendixes. Differential Geometry of a Curved Surface

entry:
@Book{Pathria:2003:TR,
  author =       "R. K. Pathria",
  title =        "The {Theory of Relativity}",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "x + 314",
  year =         "2003",
  ISBN =         "0-486-42819-2 (paperback)",
  ISBN-13 =      "978-0-486-42819-2 (paperback)",
  LCCN =         "QC173.55 .P37 2003",
  bibdate =      "Mon Dec 29 14:59:00 MST 2008",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/dover031/2003043452.html;
                 http://www.loc.gov/catdir/toc/dover031/2003043452.html",
  acknowledgement = ack-nhfb,
  remark =       "Originally published: 2nd ed. Delhi: Hindustan Pub.
                 Corp., 1963.",
  subject =      "relativity (physics)",
  tableofcontents = "Historical Introduction \\
                 Part 1. The Special Theory: \\
                 1. Space--Time Transformations \\
                 2. Four-Dimensional Formulation of the Theory \\
                 3. Mechanics \\
                 4. Optics \\
                 5. Electromagnetism \\
                 Part 2. The General Theory: \\
                 6. General Transformations in the Space--Time Continuum
                 \\
                 7. Geometrization of Gravitation \\
                 8. Experimental Tests of Einstein's Theory of
                 Gravitation \\
                 9. Relativistic Cosmology \\
                 Appendixes. Differential Geometry of a Curved Surface",
}


bibtype: book
filename: einstein.bib
label: Dvoeglazov:2004:RGC
editor: Valeri V. Dvoeglazov and Augusto A. Espinoza Garrido
title: Relativity, gravitation, cosmology
publisher: Nova Science Publishers
address: Hauppauge, NY, USA
pages: x + 195
year: 2004
ISBN: 1-59033-981-9 OR 1590339819
ISBN13: 978-1-59033-981-7 OR 9781590339817
LCCN: QC173.58 .R45 2004
bibdate: Thu Aug 20 10:52:43 MDT 2015
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2015.08.20 10:52:43 MDT
series: Contemporary fundamental physics
remark: Includes bibliographical references and index.
subject: Relativity (Physics); Gravitation; Cosmology
acknowledgement: ack-nhfb
raweditor: Valeri V. Dvoeglazov and Augusto A. {Espinoza Garrido}
rawtitle: Relativity, gravitation, cosmology
TOC:
1: Extended Relativistic Mechanics of Charged Particle / Robert M. Yamaleev / 1 2: The Schwarzschild Solution in a Kaluza--Klein Theory with Two Times / J. Kocinski and M. Wierbicki / 19 3: Cartana's Torsion: Necessity and Observational Evidence / Rainer W. Kuhne / 37 4: On Torison in a Theory of Gravity / 43 5: Electron in the Einstein--Weyl Space / 61 6: Toward the Unification of Gravity and Electromagnetism / R. L. Amoroso and J. P. Vigier / 71 7: Time Evolution of a Quantum Particle and a Generalized Uncertainty Principle / A. Camacho / 89 8: The Seiberg--Witten Map in Noncommutative Field Theory: an Alternative Interpretation / Subir Ghosh / 97 9: Relativistic Brownian Motion / O. Oron and L. P. Horwitz / 109 10: A New Insight into the Negative-Mass Paradox Gravity and the Accelerating Universe / Guang-Jiong Ni / 123 11: A Minimal Three-flavor Model for Neutrino Oscillation based on Superluminal Property / Guang-Jiong Ni / 137 12: The World of Events Reality: Instantaneous Action as Connection of Events Through time / I. A. Eganova / 149 13: A Topological Perspective of Cosmology / R. M. Kiehn / 163 Index / 193

rawTOC:
1: Extended Relativistic Mechanics of Charged Particle / Robert M. Yamaleev / 1 \\ 2: The Schwarzschild Solution in a Kaluza--Klein Theory with Two Times / J. Kocinski and M. Wierbicki / 19 \\ 3: Cartana's Torsion: Necessity and Observational Evidence / Rainer W. Kuhne / 37 \\ 4: On Torison in a Theory of Gravity / 43 \\ 5: Electron in the Einstein--Weyl Space / 61 \\ 6: Toward the Unification of Gravity and Electromagnetism / R. L. Amoroso and J. P. Vigier / 71 \\ 7: Time Evolution of a Quantum Particle and a Generalized Uncertainty Principle / A. Camacho / 89 \\ 8: The Seiberg--Witten Map in Noncommutative Field Theory: an Alternative Interpretation / Subir Ghosh / 97 \\ 9: Relativistic Brownian Motion / O. Oron and L. P. Horwitz / 109 \\ 10: A New Insight into the Negative-Mass Paradox Gravity and the Accelerating Universe / Guang-Jiong Ni / 123 \\ 11: A Minimal Three-flavor Model for Neutrino Oscillation based on Superluminal Property / Guang-Jiong Ni / 137 \\ 12: The World of Events Reality: Instantaneous Action as Connection of Events Through time / I. A. Eganova / 149 \\ 13: A Topological Perspective of Cosmology / R. M. Kiehn / 163 Index / 193

entry:
@Book{Dvoeglazov:2004:RGC,
  editor =       "Valeri V. Dvoeglazov and Augusto A. {Espinoza
                 Garrido}",
  title =        "Relativity, gravitation, cosmology",
  publisher =    "Nova Science Publishers",
  address =      "Hauppauge, NY, USA",
  pages =        "x + 195",
  year =         "2004",
  ISBN =         "1-59033-981-9",
  ISBN-13 =      "978-1-59033-981-7",
  LCCN =         "QC173.58 .R45 2004",
  bibdate =      "Thu Aug 20 10:52:43 MDT 2015",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  series =       "Contemporary fundamental physics",
  acknowledgement = ack-nhfb,
  remark =       "Includes bibliographical references and index.",
  subject =      "Relativity (Physics); Gravitation; Cosmology",
  tableofcontents = "1: Extended Relativistic Mechanics of Charged
                 Particle / Robert M. Yamaleev / 1 \\
                 2: The Schwarzschild Solution in a Kaluza--Klein Theory
                 with Two Times / J. Kocinski and M. Wierbicki / 19 \\
                 3: Cartana's Torsion: Necessity and Observational
                 Evidence / Rainer W. Kuhne / 37 \\
                 4: On Torison in a Theory of Gravity / 43 \\
                 5: Electron in the Einstein--Weyl Space / 61 \\
                 6: Toward the Unification of Gravity and
                 Electromagnetism / R. L. Amoroso and J. P. Vigier / 71
                 \\
                 7: Time Evolution of a Quantum Particle and a
                 Generalized Uncertainty Principle / A. Camacho / 89 \\
                 8: The Seiberg--Witten Map in Noncommutative Field
                 Theory: an Alternative Interpretation / Subir Ghosh /
                 97 \\
                 9: Relativistic Brownian Motion / O. Oron and L. P.
                 Horwitz / 109 \\
                 10: A New Insight into the Negative-Mass Paradox
                 Gravity and the Accelerating Universe / Guang-Jiong Ni
                 / 123 \\
                 11: A Minimal Three-flavor Model for Neutrino
                 Oscillation based on Superluminal Property /
                 Guang-Jiong Ni / 137 \\
                 12: The World of Events Reality: Instantaneous Action
                 as Connection of Events Through time / I. A. Eganova /
                 149 \\
                 13: A Topological Perspective of Cosmology / R. M.
                 Kiehn / 163 Index / 193",
}


bibtype: book
filename: einstein.bib
label: Oyibo:2004:GUT
author: G. A. Oyibo
publisher: Nova Science Publishers
address: New York, NY, USA
pages: xiii + 126
year: 2004
ISBN: 1-59033-835-9 (hardcover), 1-62808-163-5 (e-book) OR 1590338359 (hardcover), 1628081635 (ebook)
LCCN: QC794.6.G7 O947 2004
bibdate: Thu Aug 20 10:38:38 MDT 2015
bibsource: fsz3950.oclc.org:210/WorldCat; https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2015.08.20 10:38:38 MDT
URL: http://catdir.loc.gov/catdir/toc/ecip047/2003017395.html
acknowledgement: ack-nhfb
rawauthor: G. A. Oyibo
title:
Grand unified theorem: discovery of the theory of everything and the fundamental building block of quantum theory

ISBN13:
978-1-59033-835-3 (hardcover), 978-1-62808-163-3 (e-book) OR 9781590338353 (hardcover), 9781628081633 (ebook)

subject:
Grand unified theories (Nuclear physics); Nuclear physics; Group theory; Grand unified theories (Nuclear physics); Group theory.; Nuclear physics.; SCIENCE / Waves and Wave Mechanics

TOC:
Preface 1. Generic Group Theory Definition of Generic or New Group Theory Relationships to traditional Groups Group operations 2. Generic Conservation Laws Generic or Conservation Laws in Cartesian Coordinates Flux Transformations Pure Field vs. Particle Mass Point and Continuum Field Representation for Matter 3. Grand Unified Theorem(GUT) Grand Unified Field Theory Highlights of Previous Attempts to Develop Grand Unified Field Theory Grand Unified Theorem Statement --- Relationship to Previous Formulations Proof of Theorem ``Generalized Proof of Einstein's Theory Using a New Group Theory'' Generic Universal Conservation Equations in Groups independent Variables and Unified Force Field Equations Group Theory and Fundamental Theorem Theorem Conformal Invariance for Conservation Equations General Invariant Solutions Mass Conservation Reproducing Newton's universal gravitational and Einstein's general relativity force fields from present work (Proof of Corollary 2) Reproducing Newtonian Gravitational Fields from present work Reproducing Einstein General Relativity Force Fields from present work Reproducing Maxwell's Electromagnetic Field Theory results from the present work (Proof of Corollary 1) Proposition for the strong and weak nuclear forces Does this work have anything to do with the Fermat's Last Theorem? Full Unsteady Navier Stokes Equations --- General Boltzmann's Equations and Particle Physics Reynolds Averaged Navier Stokes Equations Incompressible Steady Laminar Navier Stokes Equations Conclusion and General Implications of Invariant Solutions General Summary for the Grand Unified Field Theory Quantum Mechanics Component of the Grand Unified Theorem GAGUT Unifies the Three Known Universe Origin Theories, GAGUT's Quantum Theorem or GAGUT's Third Corollary, String Theory Component of the Grand Unified Theorem Geometry, Relativity and Generalized Unified Force Field Formula Electro-Weak Unification and Generalized Representations From the Grand Unified Theorem's Unified Force Field Formulations God, Cosmology and Genesis Index

rawtitle:
Grand unified theorem: discovery of the theory of everything and the fundamental building block of quantum theory

rawTOC:
Preface \\ 1. Generic Group Theory \\ Definition of Generic or New Group Theory \\ Relationships to traditional Groups \\ Group operations \\ 2. Generic Conservation Laws \\ Generic or Conservation Laws in Cartesian Coordinates \\ Flux Transformations \\ Pure Field vs. Particle Mass Point and Continuum Field Representation for Matter \\ 3. Grand Unified Theorem(GUT) Grand Unified Field Theory \\ Highlights of Previous Attempts to Develop Grand Unified Field Theory \\ Grand Unified Theorem Statement --- Relationship to Previous Formulations \\ Proof of Theorem \\ ``Generalized Proof of Einstein's Theory Using a New Group Theory'' \\ Generic Universal Conservation Equations in Groups independent Variables and Unified Force Field Equations \\ Group Theory and Fundamental Theorem \\ Theorem \\ Conformal Invariance for Conservation Equations \\ General Invariant Solutions \\ Mass Conservation \\ Reproducing Newton's universal gravitational and Einstein's general relativity force fields from present work (Proof of \\ Corollary 2) \\ Reproducing Newtonian Gravitational Fields from present work \\ Reproducing Einstein General Relativity Force Fields from present work \\ Reproducing Maxwell's Electromagnetic Field Theory results from the present work (Proof of Corollary 1) \\ Proposition for the strong and weak nuclear forces \\ Does this work have anything to do with the Fermat's Last Theorem? \\ Full Unsteady Navier Stokes Equations --- General Boltzmann's Equations and Particle Physics \\ Reynolds Averaged Navier Stokes Equations \\ Incompressible Steady Laminar Navier Stokes Equations \\ Conclusion and General Implications of Invariant Solutions \\ General Summary for the Grand Unified Field Theory \\ Quantum Mechanics Component of the Grand Unified Theorem \\ GAGUT Unifies the Three Known Universe Origin Theories, GAGUT's Quantum Theorem or GAGUT's Third \\ Corollary, String Theory Component of the Grand Unified Theorem \\ Geometry, Relativity and Generalized Unified Force Field Formula \\ Electro-Weak Unification and Generalized Representations From the Grand Unified Theorem's Unified Force Field \\ Formulations \\ God, Cosmology and Genesis \\ Index

entry:
@Book{Oyibo:2004:GUT,
  author =       "G. A. Oyibo",
  title =        "Grand unified theorem: discovery of the theory of
                 everything and the fundamental building block of
                 quantum theory",
  publisher =    "Nova Science Publishers",
  address =      "New York, NY, USA",
  pages =        "xiii + 126",
  year =         "2004",
  ISBN =         "1-59033-835-9 (hardcover), 1-62808-163-5 (e-book)",
  ISBN-13 =      "978-1-59033-835-3 (hardcover), 978-1-62808-163-3
                 (e-book)",
  LCCN =         "QC794.6.G7 O947 2004",
  bibdate =      "Thu Aug 20 10:38:38 MDT 2015",
  bibsource =    "fsz3950.oclc.org:210/WorldCat;
                 https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://catdir.loc.gov/catdir/toc/ecip047/2003017395.html",
  acknowledgement = ack-nhfb,
  subject =      "Grand unified theories (Nuclear physics); Nuclear
                 physics; Group theory; Grand unified theories (Nuclear
                 physics); Group theory.; Nuclear physics.; SCIENCE /
                 Waves and Wave Mechanics",
  tableofcontents = "Preface \\
                 1. Generic Group Theory \\
                 Definition of Generic or New Group Theory \\
                 Relationships to traditional Groups \\
                 Group operations \\
                 2. Generic Conservation Laws \\
                 Generic or Conservation Laws in Cartesian Coordinates
                 \\
                 Flux Transformations \\
                 Pure Field vs. Particle Mass Point and Continuum Field
                 Representation for Matter \\
                 3. Grand Unified Theorem(GUT) Grand Unified Field
                 Theory \\
                 Highlights of Previous Attempts to Develop Grand
                 Unified Field Theory \\
                 Grand Unified Theorem Statement --- Relationship to
                 Previous Formulations \\
                 Proof of Theorem \\
                 ``Generalized Proof of Einstein's Theory Using a New
                 Group Theory'' \\
                 Generic Universal Conservation Equations in Groups
                 independent Variables and Unified Force Field Equations
                 \\
                 Group Theory and Fundamental Theorem \\
                 Theorem \\
                 Conformal Invariance for Conservation Equations \\
                 General Invariant Solutions \\
                 Mass Conservation \\
                 Reproducing Newton's universal gravitational and
                 Einstein's general relativity force fields from present
                 work (Proof of \\
                 Corollary 2) \\
                 Reproducing Newtonian Gravitational Fields from present
                 work \\
                 Reproducing Einstein General Relativity Force Fields
                 from present work \\
                 Reproducing Maxwell's Electromagnetic Field Theory
                 results from the present work (Proof of Corollary 1)
                 \\
                 Proposition for the strong and weak nuclear forces \\
                 Does this work have anything to do with the Fermat's
                 Last Theorem? \\
                 Full Unsteady Navier Stokes Equations --- General
                 Boltzmann's Equations and Particle Physics \\
                 Reynolds Averaged Navier Stokes Equations \\
                 Incompressible Steady Laminar Navier Stokes Equations
                 \\
                 Conclusion and General Implications of Invariant
                 Solutions \\
                 General Summary for the Grand Unified Field Theory \\
                 Quantum Mechanics Component of the Grand Unified
                 Theorem \\
                 GAGUT Unifies the Three Known Universe Origin Theories,
                 GAGUT's Quantum Theorem or GAGUT's Third \\
                 Corollary, String Theory Component of the Grand Unified
                 Theorem \\
                 Geometry, Relativity and Generalized Unified Force
                 Field Formula \\
                 Electro-Weak Unification and Generalized
                 Representations From the Grand Unified Theorem's
                 Unified Force Field \\
                 Formulations \\
                 God, Cosmology and Genesis \\
                 Index",
}


bibtype: book
filename: einstein.bib
label: Stephani:2004:RIS
author: Hans Stephani
title: Relativity: an introduction to Special and General Relativity
publisher: pub-CAMBRIDGE
address: pub-CAMBRIDGE:adr
edition: Third
pages: xx + 396
year: 2004
LCCN: QC17 .S7413 2004
bibdate: Mon Aug 10 17:40:12 MDT 2009
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2009.08.10 17:40:12 MDT
remark: Rev. ed. of: General relativity. 2nd ed. 1990.
subject: Gravitational fields; General relativity (Physics)
acknowledgement: ack-nhfb
rawauthor: Hans Stephani
rawtitle: {Relativity}: an introduction to {Special} and {General Relativity}
ISBN:
0-521-81185-6 (hardcover), 0-521-01069-1 (paperback) OR 0521811856 (hardcover), 0521010691 (paperback)

ISBN13:
978-0-521-81185-9 (hardcover), 978-0-521-01069-6 (paperback) OR 9780521811859 (hardcover), 9780521010696 (paperback)

URL:
http://www.loc.gov/catdir/description/cam032/2003053217.html; http://www.loc.gov/catdir/toc/cam032/2003053217.html

TOC:
Preface / xv Notation / xix Part I Special Relativity / 1 1 Introduction: Inertial systems and the Galilei invariance of Classical Mechanics / 1 1.1 Inertial systems / 1 1.2 Invariance under translations / 2 1.3 Invariance under rotations / 3 1.4 Invariance under Galilei transformations / 4 1.5 Some remarks on the homogeneity of time / 5 Exercises / 6 2 Light propagation in moving coordinate systems and Lorentz transformations / 7 2.1 The Michelson experiment / 7 2.2 The Lorentz transformations / 8 2.3 Some properties of Lorentz transformations / 10 Exercises / 14 3 Our world as a Minkowski space / 14 3.1 The concept of Minkowski space / 15 3.2 Four-vectors and light cones / 15 3.3 Measuring length and time in Minkowski space / 17 3.4 Two thought experiments / 20 3.4.1 A rod moving through a tube / 20 3.4.2 The twin paradox / 20 3.5 Causality, and velocities larger than that of light / 21 Exercises / 24 Mechanics of Special Relativity 4.1 Kinematics 4.2 Equations of motion 4.3 Hyperbolic motion 4.4 Systems of particles Exercises Optics of plane waves 5.1 Invariance of phase and null vectors 5.2 The Doppler effect --- shift in the frequency of a wave 5.3 Aberration --- change in the direction of a light ray 5.4 The visual shape of moving bodies 5.5 Reflection at a moving mirror 5.6 Dragging of light within a fluid Exercises Four-dimensional vectors and tensors 6.1 Some definitions 6.2 Tensor algebra 6.3 Symmetries of tensors 6.4 Algebraic properties of second rank tensors 6.5 Tensor analysis Exercises Electrodynamics in vacuo 7.1 The Maxwell equations in three-dimensional notation 7.2 Current four-vector and four-potential and the retarded potentials 7.3 Field tensor and the Maxwell equations 7.4 Poynting's theorem, Lorentz force, and the energy-momentum tensor 7.5 The variational principle for the Maxwell equations Exercises Transformation properties of electromagnetic fields: examples 8.1 Current and four-potential 8.2 Field tensor and energy-momentum tensor Exercises Null vectors and the algebraic properties of electromagnetic field tensors 9.1 Null tetrads and Lorentz transformations 9.2 Self-dual bivectors and the electromagnetic field tensor 9.3 The algebraic classification of electromagnetic fields / 66 9.4 The physical interpretation of electromagnetic null fields / 67 Exercises / 68 0 Charged point particles and their field / 69 10.1 The equations of motion of charged test particles / 69 10.2 The variational principle for charged particles / 70 10.3 Canonical equations / 72 10.4 The field of a charged particle in arbitrary motion / 74 10.5 The equations of motion of charged particles --- the self-force / 77 Exercises / 79 1 Pole-dipole particles and their field / 80 11.1 The current density / 80 11.2 The dipole term and its field / 82 11.3 The force exerted on moving dipoles / 84 Exercises / 84 2 Electrodynamics in media / 84 12.1 Field equations and constitutive relations / 84 12.2 Remarks on the matching conditions at moving surfaces / 87 12.3 The energy-momentum tensor / 87 Exercises / 89 3 Perfect fluids and other physical theories / 89 13.1 Perfect fluids / 89 13.2 Other physical theories --- an outlook / 92 Part II Riemannian geometry / 95 4 Introduction: The force-free motion of particles in Newtonian mechanics / 95 14.1 Coordinate systems / 95 14.2 Equations of motion / 97 14.3 The geodesic equation / 98 14.4 Geodesic deviation / 100 Exercises / 103 5 Why Riemannian geometry? / 103 6 Riemannian space / 105 16.1 The metric / 105 16.2 Geodesies and Christoffel symbols / 106 16.3 Coordinate transformations / 109 16.4 Special coordinate systems 16.5 The physical meaning and interpretation of coordinate systems Exercises 17 Tensor algebra 17.1 Scalars and vectors 17.2 Tensors and other geometrical objects 17.3 Algebraic operations with tensors 17.4 Tetrad and spinor components of tensors Exercises 18 The covariant derivative and parallel transport 18.1 Partial and covariant derivatives 18.2 The covariant differential and local parallelism 18.3 Parallel displacement along a curve and the parallel propagator 18.4 Fermi-Walker transport 18.5 The Lie derivative Exercises 19 The curvature tensor 19.1 Intrinsic geometry and curvature 19.2 The curvature tensor and global parallelism of vectors 19.3 The curvature tensor and second derivatives of the metric tensor 19.4 Properties of the curvature tensor 19.5 Spaces of constant curvature Exercises 20 Differential operators, integrals and integral laws 20.1 The problem 20.2 Some important differential operators 20.3 Volume, surface and line integrals 20.4 Integral laws 20.5 Integral conservation laws 21 Fundamental laws of physics in Riemannian spaces 21.1 How does one find the fundamental physical laws? 21.2 Particle mechanics 21.3 Electrodynamics in vacuo 21.4 Geometrical optics 21.5 Thermodynamics 21.6 Perfect fluids and dust 21.7 Other fundamental physical laws Exercises Part III Foundations of Einstein's theory of gravitation / 173 12 The fundamental equations of Einstein's theory of gravitation / 173 22.1 The Einstein field equations / 173 22.2 The Newtonian limit / 176 22.3 The equations of motion of test particles / 178 22.4 A variational principle for Einstein's theory / 182 13 The Schwarzschild solution / 185 23.1 The field equations / 185 23.2 The solution of the vacuum field equations / 188 23.3 General discussion of the Schwarzschild solution / 189 23.4 The motion of the planets and perihelion precession / 191 23.5 The propagation of light in the Schwarzschild field / 194 23.6 Further aspects of the Schwarzschild solution / 198 23.7 The Reissner-Nordstrom solution / 199 Exercises / 200 14 Experiments to verify the Schwarzschild metric / 200 24.1 Some general remarks / 200 24.2 Perihelion precession and planetary orbits / 201 24.3 Light deflection by the Sun / 202 24.4 Redshifts / 203 24.5 Measurements of the travel time of radar signals (time delay) / 203 24.6 Geodesic precession of a top / 204 25 Gravitational lenses / 205 25.1 The spherically symmetric gravitational lens / 205 25.2 Galaxies as gravitational lenses / 207 Exercise / 208 26 T h e interior Schwarzschild solution / 209 26.1 The field equations / 209 26.2 The solution of the field equations / 210 26.3 Matching conditions and connection to the exterior Schwarzchild solution / 212 26.4 A discussion of the interior Schwarzschild solution / 214 Exercises / 215 Part IV Linearized theory of gravitation, far fields and gravitational waves / 217 27 The linearized Einstein theory of gravity / 217 27.1 Justification for a linearized theory and its realm of validity 27.2 The fundamental equations of the linearized theory 27.3 A discussion of the fundamental equations and a comparison with special-relativistic electrodynamics 27.4 The far field due to a time-dependent source 27.5 Discussion of the properties of the far field (linearized theory) 27.6 Some remarks on approximation schemes Exercise 28 Far fields due to arbitrary matter distributions and balance equations for momentum and angular momentum 28.1 What are far fields? 28.2 The energy-momentum pseudotensor for the gravitational field 28.3 The balance equations for momentum and angular momentum 28.4 Is there an energy law for the gravitational field? 29 Gravitational waves 29.1 Are there gravitational waves? 29.2 Plane gravitational waves in the linearized theory 29.3 Plane waves as exact solutions of Einstein's equations 29.4 The experimental evidence for gravitational waves Exercises 30 The Cauchy problem for the Einstein field equations 30.1 The problem 30.2 Three-dimensional hypersurfaces and reduction formulae for the curvature tensor 30.3 The Cauchy problem for the vacuum field equations 30.4 The characteristic initial value problem 30.5 Matching conditions at the boundary surface of two metrics Part V Invariant characterization of exact solutions 31 Preferred vector fields and their properties 31.1 Special simple vector fields 31.2 Timelike vector fields 31.3 Null vector fields Exercises 32 The Petrov classification / 272 32.1 What is the Petrov classification? / 272 32.2 The algebraic classification of gravitational fields / 273 32.3 The physical interpretation of degenerate vacuum gravitational fields / 276 Exercises / 278 33 Killing vectors and groups of motion / 278 33.1 The problem / 278 33.2 Killing vectors / 278 33.3 Killing vectors of some simple spaces / 280 33.4 Relations between the curvature tensor and Killing vectors / 281 33.5 Groups of motion / 283 33.6 Killing vectors and conservation laws / 288 Exercises / 292 34 A survey of some selected classes of exact solutions / 293 34.1 Degenerate vacuum solutions / 293 34.2 Vacuum solutions with special symmetry properties / 295 34.3 Perfect fluid solutions with special symmetry properties / 298 Exercises / 299 Part VI Gravitational collapse and black holes / 301 35 The Schwarzschild singularity / 301 35.1 How does one examine the singular points of a metric? / 301 35.2 Radial geodesies near $r = 2M$ / 303 35.3 The Schwarzschild solution in other coordinate systems / 304 35.4 The Schwarzschild solution as a black hole / 307 Exercises / 310 36 Gravitational collapse --- the possible life history of a spherically symmetric star / 310 36.1 The evolutionary phases of a spherically symmetric star / 310 36.2 The critical mass of a star / 311 36.3 Gravitational collapse of spherically symmetric dust / 315 37 Rotating black holes / 322 37.1 The Kerr solution / 322 37.2 Gravitational collapse the possible life history of a rotating star / 325 37.3 Some properties of black holes 37.4 Are there black holes? 38 Black holes are not black --- Relativity Theory and Quantum Theory 38.1 The problem 38.2 Unified quantum field theory and quantization of the gravitational field 38.3 Semiclassical gravity 38.4 Quantization in a given classical gravitational field 38.5 Black holes are not black --- the thermodynamics of black holes 39 The conformal structure of infinity 39.1 The problem and methods to answer it 39.2 Infinity of the three-dimensional Euclidean space (E3) 39.3 The conformal structure of Minkowski space 39.4 Asymptotically flat gravitational fields 39.5 Examples of Penrose diagrams Exercises Part VII Cosmology 40 Robertson-Walker metrics and their properties 40.1 The cosmological principle and Robertson--Walker metrics 40.2 The motion of particles and photons 40.3 Distance definitions and horizons 40.4 Some remarks on physics in closed universes Exercises 41 The dynamics of Robertson Walker metrics and the Friedmann universes 41.1 The Einstein field equations for Robertson--Walker metrics 41.2 The most important Friedmann universes 41.3 Consequences of the field equations for models with arbitrary equation of state having positive pressure and positive rest mass density Exercises 42 Our universe as a Friedmann model 42.1 Redshift and mass density 42.2 The earliest epochs of our universe and the cosmic background radiation / 373 42.3 A Schwarzschild cavity in the Friedmann universe / 376 43 General cosmological models / 380 43.1 What is a cosmological model? / 380 43.2 Solutions of Bianchi type / with dust / 381 43.3 The Godel universe / 384 43.4 Singularity theorems / 385 Exercises / 387 Bibliography / 388 Index / 392

rawTOC:
Preface / xv \\ Notation / xix \\ Part I Special Relativity / 1 \\ 1 Introduction: Inertial systems and the Galilei invariance of Classical Mechanics / 1 \\ 1.1 Inertial systems / 1 \\ 1.2 Invariance under translations / 2 \\ 1.3 Invariance under rotations / 3 \\ 1.4 Invariance under Galilei transformations / 4 \\ 1.5 Some remarks on the homogeneity of time / 5 \\ Exercises / 6 \\ 2 Light propagation in moving coordinate systems and Lorentz \\ transformations / 7 \\ 2.1 The Michelson experiment / 7 \\ 2.2 The Lorentz transformations / 8 \\ 2.3 Some properties of Lorentz transformations / 10 \\ Exercises / 14 \\ 3 Our world as a Minkowski space / 14 \\ 3.1 The concept of Minkowski space / 15 \\ 3.2 Four-vectors and light cones / 15 \\ 3.3 Measuring length and time in Minkowski space / 17 \\ 3.4 Two thought experiments / 20 \\ 3.4.1 A rod moving through a tube / 20 \\ 3.4.2 The twin paradox / 20 \\ 3.5 Causality, and velocities larger than that of light / 21 \\ Exercises / 24 \\ Mechanics of Special Relativity \\ 4.1 Kinematics \\ 4.2 Equations of motion \\ 4.3 Hyperbolic motion \\ 4.4 Systems of particles \\ Exercises \\ Optics of plane waves \\ 5.1 Invariance of phase and null vectors \\ 5.2 The Doppler effect --- shift in the frequency of a wave \\ 5.3 Aberration --- change in the direction of a light ray \\ 5.4 The visual shape of moving bodies \\ 5.5 Reflection at a moving mirror \\ 5.6 Dragging of light within a fluid \\ Exercises \\ Four-dimensional vectors and tensors \\ 6.1 Some definitions \\ 6.2 Tensor algebra \\ 6.3 Symmetries of tensors \\ 6.4 Algebraic properties of second rank tensors \\ 6.5 Tensor analysis \\ Exercises \\ Electrodynamics in vacuo \\ 7.1 The Maxwell equations in three-dimensional notation \\ 7.2 Current four-vector and four-potential and the retarded potentials \\ 7.3 Field tensor and the Maxwell equations \\ 7.4 Poynting's theorem, Lorentz force, and the energy-momentum tensor \\ 7.5 The variational principle for the Maxwell equations \\ Exercises \\ Transformation properties of electromagnetic fields: \\ examples \\ 8.1 Current and four-potential \\ 8.2 Field tensor and energy-momentum tensor \\ Exercises \\ Null vectors and the algebraic properties of electromagnetic field tensors \\ 9.1 Null tetrads and Lorentz transformations \\ 9.2 Self-dual bivectors and the electromagnetic field tensor \\ 9.3 The algebraic classification of electromagnetic fields / 66 \\ 9.4 The physical interpretation of electromagnetic null fields / 67 \\ Exercises / 68 \\ 0 Charged point particles and their field / 69 \\ 10.1 The equations of motion of charged test particles / 69 \\ 10.2 The variational principle for charged particles / 70 \\ 10.3 Canonical equations / 72 \\ 10.4 The field of a charged particle in arbitrary motion / 74 \\ 10.5 The equations of motion of charged particles --- the self-force / 77 \\ Exercises / 79 \\ 1 Pole-dipole particles and their field / 80 \\ 11.1 The current density / 80 \\ 11.2 The dipole term and its field / 82 \\ 11.3 The force exerted on moving dipoles / 84 \\ Exercises / 84 \\ 2 Electrodynamics in media / 84 \\ 12.1 Field equations and constitutive relations / 84 \\ 12.2 Remarks on the matching conditions at moving surfaces / 87 \\ 12.3 The energy-momentum tensor / 87 \\ Exercises / 89 \\ 3 Perfect fluids and other physical theories / 89 \\ 13.1 Perfect fluids / 89 \\ 13.2 Other physical theories --- an outlook / 92 \\ Part II Riemannian geometry / 95 \\ 4 Introduction: The force-free motion of particles in Newtonian mechanics / 95 \\ 14.1 Coordinate systems / 95 \\ 14.2 Equations of motion / 97 \\ 14.3 The geodesic equation / 98 \\ 14.4 Geodesic deviation / 100 \\ Exercises / 103 \\ 5 Why Riemannian geometry? / 103 \\ 6 Riemannian space / 105 \\ 16.1 The metric / 105 \\ 16.2 Geodesies and Christoffel symbols / 106 \\ 16.3 Coordinate transformations / 109 \\ 16.4 Special coordinate systems \\ 16.5 The physical meaning and interpretation of coordinate systems \\ Exercises \\ 17 Tensor algebra \\ 17.1 Scalars and vectors \\ 17.2 Tensors and other geometrical objects \\ 17.3 Algebraic operations with tensors \\ 17.4 Tetrad and spinor components of tensors \\ Exercises \\ 18 The covariant derivative and parallel transport \\ 18.1 Partial and covariant derivatives \\ 18.2 The covariant differential and local parallelism \\ 18.3 Parallel displacement along a curve and the parallel propagator \\ 18.4 Fermi-Walker transport \\ 18.5 The Lie derivative \\ Exercises \\ 19 The curvature tensor \\ 19.1 Intrinsic geometry and curvature \\ 19.2 The curvature tensor and global parallelism of vectors \\ 19.3 The curvature tensor and second derivatives of the metric tensor \\ 19.4 Properties of the curvature tensor \\ 19.5 Spaces of constant curvature \\ Exercises \\ 20 Differential operators, integrals and integral laws \\ 20.1 The problem \\ 20.2 Some important differential operators \\ 20.3 Volume, surface and line integrals \\ 20.4 Integral laws \\ 20.5 Integral conservation laws \\ 21 Fundamental laws of physics in Riemannian spaces \\ 21.1 How does one find the fundamental physical laws? \\ 21.2 Particle mechanics \\ 21.3 Electrodynamics in vacuo \\ 21.4 Geometrical optics \\ 21.5 Thermodynamics \\ 21.6 Perfect fluids and dust \\ 21.7 Other fundamental physical laws \\ Exercises \\ Part III Foundations of Einstein's theory of gravitation / 173 \\ 12 The fundamental equations of Einstein's theory of gravitation / 173 \\ 22.1 The Einstein field equations / 173 \\ 22.2 The Newtonian limit / 176 \\ 22.3 The equations of motion of test particles / 178 \\ 22.4 A variational principle for Einstein's theory / 182 \\ 13 The Schwarzschild solution / 185 \\ 23.1 The field equations / 185 \\ 23.2 The solution of the vacuum field equations / 188 \\ 23.3 General discussion of the Schwarzschild solution / 189 \\ 23.4 The motion of the planets and perihelion precession / 191 \\ 23.5 The propagation of light in the Schwarzschild field / 194 \\ 23.6 Further aspects of the Schwarzschild solution / 198 \\ 23.7 The Reissner-Nordstrom solution / 199 \\ Exercises / 200 \\ 14 Experiments to verify the Schwarzschild metric / 200 \\ 24.1 Some general remarks / 200 \\ 24.2 Perihelion precession and planetary orbits / 201 \\ 24.3 Light deflection by the Sun / 202 \\ 24.4 Redshifts / 203 \\ 24.5 Measurements of the travel time of radar signals (time delay) / 203 \\ 24.6 Geodesic precession of a top / 204 \\ 25 Gravitational lenses / 205 \\ 25.1 The spherically symmetric gravitational lens / 205 \\ 25.2 Galaxies as gravitational lenses / 207 \\ Exercise / 208 \\ 26 T h e interior Schwarzschild solution / 209 \\ 26.1 The field equations / 209 \\ 26.2 The solution of the field equations / 210 \\ 26.3 Matching conditions and connection to the exterior \\ Schwarzchild solution / 212 \\ 26.4 A discussion of the interior Schwarzschild solution / 214 \\ Exercises / 215 \\ Part IV Linearized theory of gravitation, far fields and gravitational waves / 217 \\ 27 The linearized Einstein theory of gravity / 217 \\ 27.1 Justification for a linearized theory and its realm of validity \\ 27.2 The fundamental equations of the linearized theory \\ 27.3 A discussion of the fundamental equations and a comparison with special-relativistic electrodynamics \\ 27.4 The far field due to a time-dependent source \\ 27.5 Discussion of the properties of the far field (linearized theory) \\ 27.6 Some remarks on approximation schemes \\ Exercise \\ 28 Far fields due to arbitrary matter distributions and balance equations for momentum and angular momentum \\ 28.1 What are far fields? \\ 28.2 The energy-momentum pseudotensor for the gravitational field \\ 28.3 The balance equations for momentum and angular momentum \\ 28.4 Is there an energy law for the gravitational field? \\ 29 Gravitational waves \\ 29.1 Are there gravitational waves? \\ 29.2 Plane gravitational waves in the linearized theory \\ 29.3 Plane waves as exact solutions of Einstein's equations \\ 29.4 The experimental evidence for gravitational waves \\ Exercises \\ 30 The Cauchy problem for the Einstein field equations \\ 30.1 The problem \\ 30.2 Three-dimensional hypersurfaces and reduction formulae for the curvature tensor \\ 30.3 The Cauchy problem for the vacuum field equations \\ 30.4 The characteristic initial value problem \\ 30.5 Matching conditions at the boundary surface of two metrics \\ Part V Invariant characterization of exact solutions \\ 31 Preferred vector fields and their properties \\ 31.1 Special simple vector fields \\ 31.2 Timelike vector fields \\ 31.3 Null vector fields \\ Exercises \\ 32 The Petrov classification / 272 \\ 32.1 What is the Petrov classification? / 272 \\ 32.2 The algebraic classification of gravitational fields / 273 \\ 32.3 The physical interpretation of degenerate vacuum gravitational fields / 276 \\ Exercises / 278 \\ 33 Killing vectors and groups of motion / 278 \\ 33.1 The problem / 278 \\ 33.2 Killing vectors / 278 \\ 33.3 Killing vectors of some simple spaces / 280 \\ 33.4 Relations between the curvature tensor and Killing vectors / 281 \\ 33.5 Groups of motion / 283 \\ 33.6 Killing vectors and conservation laws / 288 \\ Exercises / 292 \\ 34 A survey of some selected classes of exact solutions / 293 \\ 34.1 Degenerate vacuum solutions / 293 \\ 34.2 Vacuum solutions with special symmetry properties / 295 \\ 34.3 Perfect fluid solutions with special symmetry properties / 298 \\ Exercises / 299 \\ Part VI Gravitational collapse and black holes / 301 \\ 35 The Schwarzschild singularity / 301 \\ 35.1 How does one examine the singular points of a metric? / 301 \\ 35.2 Radial geodesies near $r = 2M$ / 303 \\ 35.3 The Schwarzschild solution in other coordinate systems / 304 \\ 35.4 The Schwarzschild solution as a black hole / 307 \\ Exercises / 310 \\ 36 Gravitational collapse --- the possible life history of a spherically symmetric star / 310 \\ 36.1 The evolutionary phases of a spherically symmetric star / 310 \\ 36.2 The critical mass of a star / 311 \\ 36.3 Gravitational collapse of spherically symmetric dust / 315 \\ 37 Rotating black holes / 322 \\ 37.1 The Kerr solution / 322 \\ 37.2 Gravitational collapse the possible life history of a rotating star / 325 \\ 37.3 Some properties of black holes \\ 37.4 Are there black holes? \\ 38 Black holes are not black --- Relativity Theory and Quantum \\ Theory \\ 38.1 The problem \\ 38.2 Unified quantum field theory and quantization of the gravitational field \\ 38.3 Semiclassical gravity \\ 38.4 Quantization in a given classical gravitational field \\ 38.5 Black holes are not black --- the thermodynamics of black holes \\ 39 The conformal structure of infinity \\ 39.1 The problem and methods to answer it \\ 39.2 Infinity of the three-dimensional Euclidean space (E3) \\ 39.3 The conformal structure of Minkowski space \\ 39.4 Asymptotically flat gravitational fields \\ 39.5 Examples of Penrose diagrams \\ Exercises \\ Part VII Cosmology \\ 40 Robertson-Walker metrics and their properties \\ 40.1 The cosmological principle and Robertson--Walker metrics \\ 40.2 The motion of particles and photons \\ 40.3 Distance definitions and horizons \\ 40.4 Some remarks on physics in closed universes \\ Exercises \\ 41 The dynamics of Robertson Walker metrics and the \\ Friedmann universes \\ 41.1 The Einstein field equations for Robertson--Walker metrics \\ 41.2 The most important Friedmann universes \\ 41.3 Consequences of the field equations for models with arbitrary equation of state having positive pressure and positive rest mass density \\ Exercises \\ 42 Our universe as a Friedmann model \\ 42.1 Redshift and mass density \\ 42.2 The earliest epochs of our universe and the cosmic background radiation / 373 \\ 42.3 A Schwarzschild cavity in the Friedmann universe / 376 \\ 43 General cosmological models / 380 \\ 43.1 What is a cosmological model? / 380 \\ 43.2 Solutions of Bianchi type / with dust / 381 \\ 43.3 The G{\"o}del universe / 384 \\ 43.4 Singularity theorems / 385 \\ Exercises / 387 \\ Bibliography / 388 \\ Index / 392

entry:
@Book{Stephani:2004:RIS,
  author =       "Hans Stephani",
  title =        "{Relativity}: an introduction to {Special} and
                 {General Relativity}",
  publisher =    pub-CAMBRIDGE,
  address =      pub-CAMBRIDGE:adr,
  edition =      "Third",
  pages =        "xx + 396",
  year =         "2004",
  ISBN =         "0-521-81185-6 (hardcover), 0-521-01069-1 (paperback)",
  ISBN-13 =      "978-0-521-81185-9 (hardcover), 978-0-521-01069-6
                 (paperback)",
  LCCN =         "QC17 .S7413 2004",
  bibdate =      "Mon Aug 10 17:40:12 MDT 2009",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/description/cam032/2003053217.html;
                 http://www.loc.gov/catdir/toc/cam032/2003053217.html",
  acknowledgement = ack-nhfb,
  remark =       "Rev. ed. of: General relativity. 2nd ed. 1990.",
  subject =      "Gravitational fields; General relativity (Physics)",
  tableofcontents = "Preface / xv \\
                 Notation / xix \\
                 Part I Special Relativity / 1 \\
                 1 Introduction: Inertial systems and the Galilei
                 invariance of Classical Mechanics / 1 \\
                 1.1 Inertial systems / 1 \\
                 1.2 Invariance under translations / 2 \\
                 1.3 Invariance under rotations / 3 \\
                 1.4 Invariance under Galilei transformations / 4 \\
                 1.5 Some remarks on the homogeneity of time / 5 \\
                 Exercises / 6 \\
                 2 Light propagation in moving coordinate systems and
                 Lorentz \\
                 transformations / 7 \\
                 2.1 The Michelson experiment / 7 \\
                 2.2 The Lorentz transformations / 8 \\
                 2.3 Some properties of Lorentz transformations / 10 \\
                 Exercises / 14 \\
                 3 Our world as a Minkowski space / 14 \\
                 3.1 The concept of Minkowski space / 15 \\
                 3.2 Four-vectors and light cones / 15 \\
                 3.3 Measuring length and time in Minkowski space / 17
                 \\
                 3.4 Two thought experiments / 20 \\
                 3.4.1 A rod moving through a tube / 20 \\
                 3.4.2 The twin paradox / 20 \\
                 3.5 Causality, and velocities larger than that of light
                 / 21 \\
                 Exercises / 24 \\
                 Mechanics of Special Relativity \\
                 4.1 Kinematics \\
                 4.2 Equations of motion \\
                 4.3 Hyperbolic motion \\
                 4.4 Systems of particles \\
                 Exercises \\
                 Optics of plane waves \\
                 5.1 Invariance of phase and null vectors \\
                 5.2 The Doppler effect --- shift in the frequency of a
                 wave \\
                 5.3 Aberration --- change in the direction of a light
                 ray \\
                 5.4 The visual shape of moving bodies \\
                 5.5 Reflection at a moving mirror \\
                 5.6 Dragging of light within a fluid \\
                 Exercises \\
                 Four-dimensional vectors and tensors \\
                 6.1 Some definitions \\
                 6.2 Tensor algebra \\
                 6.3 Symmetries of tensors \\
                 6.4 Algebraic properties of second rank tensors \\
                 6.5 Tensor analysis \\
                 Exercises \\
                 Electrodynamics in vacuo \\
                 7.1 The Maxwell equations in three-dimensional notation
                 \\
                 7.2 Current four-vector and four-potential and the
                 retarded potentials \\
                 7.3 Field tensor and the Maxwell equations \\
                 7.4 Poynting's theorem, Lorentz force, and the
                 energy-momentum tensor \\
                 7.5 The variational principle for the Maxwell equations
                 \\
                 Exercises \\
                 Transformation properties of electromagnetic fields:
                 \\
                 examples \\
                 8.1 Current and four-potential \\
                 8.2 Field tensor and energy-momentum tensor \\
                 Exercises \\
                 Null vectors and the algebraic properties of
                 electromagnetic field tensors \\
                 9.1 Null tetrads and Lorentz transformations \\
                 9.2 Self-dual bivectors and the electromagnetic field
                 tensor \\
                 9.3 The algebraic classification of electromagnetic
                 fields / 66 \\
                 9.4 The physical interpretation of electromagnetic null
                 fields / 67 \\
                 Exercises / 68 \\
                 0 Charged point particles and their field / 69 \\
                 10.1 The equations of motion of charged test particles
                 / 69 \\
                 10.2 The variational principle for charged particles /
                 70 \\
                 10.3 Canonical equations / 72 \\
                 10.4 The field of a charged particle in arbitrary
                 motion / 74 \\
                 10.5 The equations of motion of charged particles ---
                 the self-force / 77 \\
                 Exercises / 79 \\
                 1 Pole-dipole particles and their field / 80 \\
                 11.1 The current density / 80 \\
                 11.2 The dipole term and its field / 82 \\
                 11.3 The force exerted on moving dipoles / 84 \\
                 Exercises / 84 \\
                 2 Electrodynamics in media / 84 \\
                 12.1 Field equations and constitutive relations / 84
                 \\
                 12.2 Remarks on the matching conditions at moving
                 surfaces / 87 \\
                 12.3 The energy-momentum tensor / 87 \\
                 Exercises / 89 \\
                 3 Perfect fluids and other physical theories / 89 \\
                 13.1 Perfect fluids / 89 \\
                 13.2 Other physical theories --- an outlook / 92 \\
                 Part II Riemannian geometry / 95 \\
                 4 Introduction: The force-free motion of particles in
                 Newtonian mechanics / 95 \\
                 14.1 Coordinate systems / 95 \\
                 14.2 Equations of motion / 97 \\
                 14.3 The geodesic equation / 98 \\
                 14.4 Geodesic deviation / 100 \\
                 Exercises / 103 \\
                 5 Why Riemannian geometry? / 103 \\
                 6 Riemannian space / 105 \\
                 16.1 The metric / 105 \\
                 16.2 Geodesies and Christoffel symbols / 106 \\
                 16.3 Coordinate transformations / 109 \\
                 16.4 Special coordinate systems \\
                 16.5 The physical meaning and interpretation of
                 coordinate systems \\
                 Exercises \\
                 17 Tensor algebra \\
                 17.1 Scalars and vectors \\
                 17.2 Tensors and other geometrical objects \\
                 17.3 Algebraic operations with tensors \\
                 17.4 Tetrad and spinor components of tensors \\
                 Exercises \\
                 18 The covariant derivative and parallel transport \\
                 18.1 Partial and covariant derivatives \\
                 18.2 The covariant differential and local parallelism
                 \\
                 18.3 Parallel displacement along a curve and the
                 parallel propagator \\
                 18.4 Fermi-Walker transport \\
                 18.5 The Lie derivative \\
                 Exercises \\
                 19 The curvature tensor \\
                 19.1 Intrinsic geometry and curvature \\
                 19.2 The curvature tensor and global parallelism of
                 vectors \\
                 19.3 The curvature tensor and second derivatives of the
                 metric tensor \\
                 19.4 Properties of the curvature tensor \\
                 19.5 Spaces of constant curvature \\
                 Exercises \\
                 20 Differential operators, integrals and integral laws
                 \\
                 20.1 The problem \\
                 20.2 Some important differential operators \\
                 20.3 Volume, surface and line integrals \\
                 20.4 Integral laws \\
                 20.5 Integral conservation laws \\
                 21 Fundamental laws of physics in Riemannian spaces \\
                 21.1 How does one find the fundamental physical laws?
                 \\
                 21.2 Particle mechanics \\
                 21.3 Electrodynamics in vacuo \\
                 21.4 Geometrical optics \\
                 21.5 Thermodynamics \\
                 21.6 Perfect fluids and dust \\
                 21.7 Other fundamental physical laws \\
                 Exercises \\
                 Part III Foundations of Einstein's theory of
                 gravitation / 173 \\
                 12 The fundamental equations of Einstein's theory of
                 gravitation / 173 \\
                 22.1 The Einstein field equations / 173 \\
                 22.2 The Newtonian limit / 176 \\
                 22.3 The equations of motion of test particles / 178
                 \\
                 22.4 A variational principle for Einstein's theory /
                 182 \\
                 13 The Schwarzschild solution / 185 \\
                 23.1 The field equations / 185 \\
                 23.2 The solution of the vacuum field equations / 188
                 \\
                 23.3 General discussion of the Schwarzschild solution /
                 189 \\
                 23.4 The motion of the planets and perihelion
                 precession / 191 \\
                 23.5 The propagation of light in the Schwarzschild
                 field / 194 \\
                 23.6 Further aspects of the Schwarzschild solution /
                 198 \\
                 23.7 The Reissner-Nordstrom solution / 199 \\
                 Exercises / 200 \\
                 14 Experiments to verify the Schwarzschild metric / 200
                 \\
                 24.1 Some general remarks / 200 \\
                 24.2 Perihelion precession and planetary orbits / 201
                 \\
                 24.3 Light deflection by the Sun / 202 \\
                 24.4 Redshifts / 203 \\
                 24.5 Measurements of the travel time of radar signals
                 (time delay) / 203 \\
                 24.6 Geodesic precession of a top / 204 \\
                 25 Gravitational lenses / 205 \\
                 25.1 The spherically symmetric gravitational lens / 205
                 \\
                 25.2 Galaxies as gravitational lenses / 207 \\
                 Exercise / 208 \\
                 26 T h e interior Schwarzschild solution / 209 \\
                 26.1 The field equations / 209 \\
                 26.2 The solution of the field equations / 210 \\
                 26.3 Matching conditions and connection to the exterior
                 \\
                 Schwarzchild solution / 212 \\
                 26.4 A discussion of the interior Schwarzschild
                 solution / 214 \\
                 Exercises / 215 \\
                 Part IV Linearized theory of gravitation, far fields
                 and gravitational waves / 217 \\
                 27 The linearized Einstein theory of gravity / 217 \\
                 27.1 Justification for a linearized theory and its
                 realm of validity \\
                 27.2 The fundamental equations of the linearized theory
                 \\
                 27.3 A discussion of the fundamental equations and a
                 comparison with special-relativistic electrodynamics
                 \\
                 27.4 The far field due to a time-dependent source \\
                 27.5 Discussion of the properties of the far field
                 (linearized theory) \\
                 27.6 Some remarks on approximation schemes \\
                 Exercise \\
                 28 Far fields due to arbitrary matter distributions and
                 balance equations for momentum and angular momentum \\
                 28.1 What are far fields? \\
                 28.2 The energy-momentum pseudotensor for the
                 gravitational field \\
                 28.3 The balance equations for momentum and angular
                 momentum \\
                 28.4 Is there an energy law for the gravitational
                 field? \\
                 29 Gravitational waves \\
                 29.1 Are there gravitational waves? \\
                 29.2 Plane gravitational waves in the linearized theory
                 \\
                 29.3 Plane waves as exact solutions of Einstein's
                 equations \\
                 29.4 The experimental evidence for gravitational waves
                 \\
                 Exercises \\
                 30 The Cauchy problem for the Einstein field equations
                 \\
                 30.1 The problem \\
                 30.2 Three-dimensional hypersurfaces and reduction
                 formulae for the curvature tensor \\
                 30.3 The Cauchy problem for the vacuum field equations
                 \\
                 30.4 The characteristic initial value problem \\
                 30.5 Matching conditions at the boundary surface of two
                 metrics \\
                 Part V Invariant characterization of exact solutions
                 \\
                 31 Preferred vector fields and their properties \\
                 31.1 Special simple vector fields \\
                 31.2 Timelike vector fields \\
                 31.3 Null vector fields \\
                 Exercises \\
                 32 The Petrov classification / 272 \\
                 32.1 What is the Petrov classification? / 272 \\
                 32.2 The algebraic classification of gravitational
                 fields / 273 \\
                 32.3 The physical interpretation of degenerate vacuum
                 gravitational fields / 276 \\
                 Exercises / 278 \\
                 33 Killing vectors and groups of motion / 278 \\
                 33.1 The problem / 278 \\
                 33.2 Killing vectors / 278 \\
                 33.3 Killing vectors of some simple spaces / 280 \\
                 33.4 Relations between the curvature tensor and Killing
                 vectors / 281 \\
                 33.5 Groups of motion / 283 \\
                 33.6 Killing vectors and conservation laws / 288 \\
                 Exercises / 292 \\
                 34 A survey of some selected classes of exact solutions
                 / 293 \\
                 34.1 Degenerate vacuum solutions / 293 \\
                 34.2 Vacuum solutions with special symmetry properties
                 / 295 \\
                 34.3 Perfect fluid solutions with special symmetry
                 properties / 298 \\
                 Exercises / 299 \\
                 Part VI Gravitational collapse and black holes / 301
                 \\
                 35 The Schwarzschild singularity / 301 \\
                 35.1 How does one examine the singular points of a
                 metric? / 301 \\
                 35.2 Radial geodesies near $r = 2M$ / 303 \\
                 35.3 The Schwarzschild solution in other coordinate
                 systems / 304 \\
                 35.4 The Schwarzschild solution as a black hole / 307
                 \\
                 Exercises / 310 \\
                 36 Gravitational collapse --- the possible life history
                 of a spherically symmetric star / 310 \\
                 36.1 The evolutionary phases of a spherically symmetric
                 star / 310 \\
                 36.2 The critical mass of a star / 311 \\
                 36.3 Gravitational collapse of spherically symmetric
                 dust / 315 \\
                 37 Rotating black holes / 322 \\
                 37.1 The Kerr solution / 322 \\
                 37.2 Gravitational collapse the possible life history
                 of a rotating star / 325 \\
                 37.3 Some properties of black holes \\
                 37.4 Are there black holes? \\
                 38 Black holes are not black --- Relativity Theory and
                 Quantum \\
                 Theory \\
                 38.1 The problem \\
                 38.2 Unified quantum field theory and quantization of
                 the gravitational field \\
                 38.3 Semiclassical gravity \\
                 38.4 Quantization in a given classical gravitational
                 field \\
                 38.5 Black holes are not black --- the thermodynamics
                 of black holes \\
                 39 The conformal structure of infinity \\
                 39.1 The problem and methods to answer it \\
                 39.2 Infinity of the three-dimensional Euclidean space
                 (E3) \\
                 39.3 The conformal structure of Minkowski space \\
                 39.4 Asymptotically flat gravitational fields \\
                 39.5 Examples of Penrose diagrams \\
                 Exercises \\
                 Part VII Cosmology \\
                 40 Robertson-Walker metrics and their properties \\
                 40.1 The cosmological principle and Robertson--Walker
                 metrics \\
                 40.2 The motion of particles and photons \\
                 40.3 Distance definitions and horizons \\
                 40.4 Some remarks on physics in closed universes \\
                 Exercises \\
                 41 The dynamics of Robertson Walker metrics and the \\
                 Friedmann universes \\
                 41.1 The Einstein field equations for Robertson--Walker
                 metrics \\
                 41.2 The most important Friedmann universes \\
                 41.3 Consequences of the field equations for models
                 with arbitrary equation of state having positive
                 pressure and positive rest mass density \\
                 Exercises \\
                 42 Our universe as a Friedmann model \\
                 42.1 Redshift and mass density \\
                 42.2 The earliest epochs of our universe and the cosmic
                 background radiation / 373 \\
                 42.3 A Schwarzschild cavity in the Friedmann universe /
                 376 \\
                 43 General cosmological models / 380 \\
                 43.1 What is a cosmological model? / 380 \\
                 43.2 Solutions of Bianchi type / with dust / 381 \\
                 43.3 The G{\"o}del universe / 384 \\
                 43.4 Singularity theorems / 385 \\
                 Exercises / 387 \\
                 Bibliography / 388 \\
                 Index / 392",
}


bibtype: book
filename: einstein.bib
label: Weber:2004:GRG
author: J. (Joseph) Weber
title: General Relativity and Gravitational Waves
publisher: pub-DOVER
address: pub-DOVER:adr
pages: viii + 200
year: 2004
ISBN: 0-486-43887-2 (paperback) OR 0486438872 (paperback)
ISBN13: 978-0-486-43887-0 (paperback) OR 9780486438870 (paperback)
LCCN: QC173.6 .W43 2004
bibdate: Sat Oct 28 15:02:35 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.10.28 15:02:35 MDT
URL: http://www.loc.gov/catdir/enhancements/fy0618/2004056006-d.html
remark: Original edition cite Weber:1961:GRG.
subject: General Relativity (physics); Gravitation
acknowledgement: ack-nhfb
rawauthor: J. (Joseph) Weber
rawtitle: General Relativity and Gravitational Waves
TOC:
The Equivalence Principle The Eotvos Experiment / 1 Negative Mass / 5 Equivalence of Different Frames of Reference / 6 Gravitational Red Shift of Spectral Lines / 8 Further Remarks on the Equivalence Principle / 9 Generalization of the Special Theory of Relativity The Idea of Covariance / 11 The Metric Tensor / 12 The Metric Tensor in Curved Spaces and Accelerated Frames / 12 General Covariance / 15 Riemannian Geometry and Tensor Calculus Some Ideas about Curvature / 17 Transformation Laws for Different Kinds of Tensors / 18 Parallel Displacement and Covariant Differentiation / 22 The Curvature Tensor / 28 The Bianchi Identities / 32 Geodesics / 34 Some Useful Calculational Aids / 37 Length Measurements / 39 Determination of the Metric Tensor / 41 Field Equations of General Relativity and Electromagnetism The Gravitational Field Equations / 43 Variational Principle Deduction of the Field Equations / 50 Maxwell's Equations / 53 Motion of a Charged Particle / 54 Experimental Tests of General Relativity The Schwarzschild Solution / 56 The Gravitational Red Shift / 60 Effects on Planetary Orbits / 64 Deflection of Light / 67 Concluding Remarks / 69 The Conservation Laws The Canonical Stress Energy Pseudotensor / 70 Other Conservation Laws / 79 Further Remarks on the Conservation Laws / 85 Gravitational Waves Weak-Field Solutions / 87 Riemann Tensor for a Wave of Arbitrary Strength Which is Locally Plane / 90 Approximate Evaluation of Source Volume Integrals / 92 Weak-Field Approximations for Energy Flux and Energy Density / 94 Linear Mass Quadrupole Oscillator / 95 Radiation from a Spinning Rod / 97 Further Remarks on the Weak-Field Solutions / 98 Exact Cylindrical Wave Solutions / 99 Interaction of a Particle with Cylindrical Gravitational Waves / 102 Exact Plane-Wave Solutions / 105 Initial-Value Formulation of the Radiation Problem / 107 Time-Symmetric Solution With Positive Energy / 110 Conditions on the Differentiability and Continuity of Manifolds / 113 Six-Dimensional Treatment of Gravitational Radiation / 113 Other Petrov Class II Wave Solutions / 119 Detection and Generation of Gravitational Waves Detection / 124 Mass Quadrupole Detector / 126 Interaction of a Crystal with a Gravitational Wave / 131 Rotations Induced by Gravitational Radiation / 138 Generation of Gravitational Waves / 140 Other Radiation Experiments / 144 Selected Topics in General Relativity Unified Field Theories / 146 Equations of Motion / 153 Mach's Principle / 157 Remarks on Cosmology / 162 Hamiltonian Formulation / 167 Remarks on Quantization of General Relativity / 184 Spinors in General Relativity / 186 Exercises / 191 Index / 194

rawTOC:
The Equivalence Principle \\ The E{\"o}tv{\"o}s Experiment / 1 \\ Negative Mass / 5 \\ Equivalence of Different Frames of Reference / 6 \\ Gravitational Red Shift of Spectral Lines / 8 \\ Further Remarks on the Equivalence Principle / 9 \\ Generalization of the Special Theory of Relativity \\ The Idea of Covariance / 11 \\ The Metric Tensor / 12 \\ The Metric Tensor in Curved Spaces and Accelerated Frames / 12 \\ General Covariance / 15 \\ Riemannian Geometry and Tensor Calculus \\ Some Ideas about Curvature / 17 \\ Transformation Laws for Different Kinds of Tensors / 18 \\ Parallel Displacement and Covariant Differentiation / 22 \\ The Curvature Tensor / 28 \\ The Bianchi Identities / 32 \\ Geodesics / 34 \\ Some Useful Calculational Aids / 37 \\ Length Measurements / 39 \\ Determination of the Metric Tensor / 41 \\ Field Equations of General Relativity and Electromagnetism \\ The Gravitational Field Equations / 43 \\ Variational Principle Deduction of the Field Equations / 50 \\ Maxwell's Equations / 53 \\ Motion of a Charged Particle / 54 \\ Experimental Tests of General Relativity \\ The Schwarzschild Solution / 56 \\ The Gravitational Red Shift / 60 \\ Effects on Planetary Orbits / 64 \\ Deflection of Light / 67 \\ Concluding Remarks / 69 \\ The Conservation Laws \\ The Canonical Stress Energy Pseudotensor / 70 \\ Other Conservation Laws / 79 \\ Further Remarks on the Conservation Laws / 85 \\ Gravitational Waves \\ Weak-Field Solutions / 87 \\ Riemann Tensor for a Wave of Arbitrary Strength Which is Locally Plane / 90 \\ Approximate Evaluation of Source Volume Integrals / 92 \\ Weak-Field Approximations for Energy Flux and Energy Density / 94 \\ Linear Mass Quadrupole Oscillator / 95 \\ Radiation from a Spinning Rod / 97 \\ Further Remarks on the Weak-Field Solutions / 98 \\ Exact Cylindrical Wave Solutions / 99 \\ Interaction of a Particle with Cylindrical Gravitational Waves / 102 \\ Exact Plane-Wave Solutions / 105 \\ Initial-Value Formulation of the Radiation Problem / 107 \\ Time-Symmetric Solution With Positive Energy / 110 \\ Conditions on the Differentiability and Continuity of Manifolds / 113 \\ Six-Dimensional Treatment of Gravitational Radiation / 113 \\ Other Petrov Class II Wave Solutions / 119 \\ Detection and Generation of Gravitational Waves \\ Detection / 124 \\ Mass Quadrupole Detector / 126 \\ Interaction of a Crystal with a Gravitational Wave / 131 \\ Rotations Induced by Gravitational Radiation / 138 \\ Generation of Gravitational Waves / 140 \\ Other Radiation Experiments / 144 \\ Selected Topics in General Relativity \\ Unified Field Theories / 146 \\ Equations of Motion / 153 \\ Mach's Principle / 157 \\ Remarks on Cosmology / 162 \\ Hamiltonian Formulation / 167 \\ Remarks on Quantization of General Relativity / 184 \\ Spinors in General Relativity / 186 \\ Exercises / 191 \\ Index / 194

entry:
@Book{Weber:2004:GRG,
  author =       "J. (Joseph) Weber",
  title =        "General Relativity and Gravitational Waves",
  publisher =    pub-DOVER,
  address =      pub-DOVER:adr,
  pages =        "viii + 200",
  year =         "2004",
  ISBN =         "0-486-43887-2 (paperback)",
  ISBN-13 =      "978-0-486-43887-0 (paperback)",
  LCCN =         "QC173.6 .W43 2004",
  bibdate =      "Sat Oct 28 15:02:35 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/enhancements/fy0618/2004056006-d.html",
  acknowledgement = ack-nhfb,
  remark =       "Original edition \cite{Weber:1961:GRG}.",
  subject =      "General Relativity (physics); Gravitation",
  tableofcontents = "The Equivalence Principle \\
                 The E{\"o}tv{\"o}s Experiment / 1 \\
                 Negative Mass / 5 \\
                 Equivalence of Different Frames of Reference / 6 \\
                 Gravitational Red Shift of Spectral Lines / 8 \\
                 Further Remarks on the Equivalence Principle / 9 \\
                 Generalization of the Special Theory of Relativity \\
                 The Idea of Covariance / 11 \\
                 The Metric Tensor / 12 \\
                 The Metric Tensor in Curved Spaces and Accelerated
                 Frames / 12 \\
                 General Covariance / 15 \\
                 Riemannian Geometry and Tensor Calculus \\
                 Some Ideas about Curvature / 17 \\
                 Transformation Laws for Different Kinds of Tensors / 18
                 \\
                 Parallel Displacement and Covariant Differentiation /
                 22 \\
                 The Curvature Tensor / 28 \\
                 The Bianchi Identities / 32 \\
                 Geodesics / 34 \\
                 Some Useful Calculational Aids / 37 \\
                 Length Measurements / 39 \\
                 Determination of the Metric Tensor / 41 \\
                 Field Equations of General Relativity and
                 Electromagnetism \\
                 The Gravitational Field Equations / 43 \\
                 Variational Principle Deduction of the Field Equations
                 / 50 \\
                 Maxwell's Equations / 53 \\
                 Motion of a Charged Particle / 54 \\
                 Experimental Tests of General Relativity \\
                 The Schwarzschild Solution / 56 \\
                 The Gravitational Red Shift / 60 \\
                 Effects on Planetary Orbits / 64 \\
                 Deflection of Light / 67 \\
                 Concluding Remarks / 69 \\
                 The Conservation Laws \\
                 The Canonical Stress Energy Pseudotensor / 70 \\
                 Other Conservation Laws / 79 \\
                 Further Remarks on the Conservation Laws / 85 \\
                 Gravitational Waves \\
                 Weak-Field Solutions / 87 \\
                 Riemann Tensor for a Wave of Arbitrary Strength Which
                 is Locally Plane / 90 \\
                 Approximate Evaluation of Source Volume Integrals / 92
                 \\
                 Weak-Field Approximations for Energy Flux and Energy
                 Density / 94 \\
                 Linear Mass Quadrupole Oscillator / 95 \\
                 Radiation from a Spinning Rod / 97 \\
                 Further Remarks on the Weak-Field Solutions / 98 \\
                 Exact Cylindrical Wave Solutions / 99 \\
                 Interaction of a Particle with Cylindrical
                 Gravitational Waves / 102 \\
                 Exact Plane-Wave Solutions / 105 \\
                 Initial-Value Formulation of the Radiation Problem /
                 107 \\
                 Time-Symmetric Solution With Positive Energy / 110 \\
                 Conditions on the Differentiability and Continuity of
                 Manifolds / 113 \\
                 Six-Dimensional Treatment of Gravitational Radiation /
                 113 \\
                 Other Petrov Class II Wave Solutions / 119 \\
                 Detection and Generation of Gravitational Waves \\
                 Detection / 124 \\
                 Mass Quadrupole Detector / 126 \\
                 Interaction of a Crystal with a Gravitational Wave /
                 131 \\
                 Rotations Induced by Gravitational Radiation / 138 \\
                 Generation of Gravitational Waves / 140 \\
                 Other Radiation Experiments / 144 \\
                 Selected Topics in General Relativity \\
                 Unified Field Theories / 146 \\
                 Equations of Motion / 153 \\
                 Mach's Principle / 157 \\
                 Remarks on Cosmology / 162 \\
                 Hamiltonian Formulation / 167 \\
                 Remarks on Quantization of General Relativity / 184 \\
                 Spinors in General Relativity / 186 \\
                 Exercises / 191 \\
                 Index / 194",
}


bibtype: book
filename: einstein.bib
label: Bona:2005:ENR
author: Carles Bona and Carlos Palenzuela-Luque
title: Elements of numerical relativity: from Einstein's equations to Black Hole simulations
volume: 673
publisher: pub-SV
address: pub-SV:adr
pages: xi + 151
year: 2005
DOI: https://doi.org/10.1007/978-3-540-25779-0
ISBN: 3-540-25779-9 (hardcover) OR 3540257799 (hardcover)
ISBN13: 978-3-540-25779-0 (hardcover) OR 9783540257790 (hardcover)
ISSN: 0075-8450 (print), 1616-6361 (electronic) OR 00758450 (print), 16166361 (electronic)
LCCN: QC6 .B615 2005
bibdate: Fri Oct 7 08:50:24 MDT 2011
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; library.ox.ac.uk:210/ADVANCE
bibtimestamp: 2011.10.07 08:50:24 MDT
series: Lecture notes in physics
acknowledgement: ack-nhfb
rawauthor: Carles Bona and Carlos Palenzuela-Luque
rawtitle: Elements of numerical relativity: from {Einstein}'s equations to {Black Hole} simulations
subject:
Relativity (Physics); Space and time; Mathematics; Evolution equations; Numerical solutions; Einstein field equations

TOC:
1. The four-dimensional spacetime 2. The evolution formalism 3. Free evolution 4. First order hyperbolic systems 5. Boundary conditions 6. Black hole simulations

rawTOC:
1. The four-dimensional spacetime \\ 2. The evolution formalism \\ 3. Free evolution \\ 4. First order hyperbolic systems \\ 5. Boundary conditions \\ 6. Black hole simulations

entry:
@Book{Bona:2005:ENR,
  author =       "Carles Bona and Carlos Palenzuela-Luque",
  title =        "Elements of numerical relativity: from {Einstein}'s
                 equations to {Black Hole} simulations",
  volume =       "673",
  publisher =    pub-SV,
  address =      pub-SV:adr,
  pages =        "xi + 151",
  year =         "2005",
  DOI =          "https://doi.org/10.1007/978-3-540-25779-0",
  ISBN =         "3-540-25779-9 (hardcover)",
  ISBN-13 =      "978-3-540-25779-0 (hardcover)",
  ISSN =         "0075-8450 (print), 1616-6361 (electronic)",
  LCCN =         "QC6 .B615 2005",
  bibdate =      "Fri Oct 7 08:50:24 MDT 2011",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 library.ox.ac.uk:210/ADVANCE",
  series =       "Lecture notes in physics",
  acknowledgement = ack-nhfb,
  subject =      "Relativity (Physics); Space and time; Mathematics;
                 Evolution equations; Numerical solutions; Einstein
                 field equations",
  tableofcontents = "1. The four-dimensional spacetime \\
                 2. The evolution formalism \\
                 3. Free evolution \\
                 4. First order hyperbolic systems \\
                 5. Boundary conditions \\
                 6. Black hole simulations",
}


bibtype: article
filename: einstein.bib
label: Katzir:2005:PRP
author: Shaul Katzir
title: Poincare's Relativistic Physics: Its Origins and Nature
journal: Physics in Perspective (PIP)
volume: 7
number: 3
pages: 268--292
month: sep
monthnumber: 9
year: 2005
DOI: https://doi.org/10.1007/s00016-004-0234-y
bibdate: Thu May 31 16:13:05 2012
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib
bibtimestamp: 2012.05.31 16:13:05 ???
URL: http://www.springerlink.com/content/w40237nj121084w3/
acknowledgement: ack-nhfb
rawauthor: Shaul Katzir
rawtitle: {Poincar{\'e}}'s Relativistic Physics: Its Origins and Nature
entry:
@Article{Katzir:2005:PRP,
  author =       "Shaul Katzir",
  title =        "{Poincar{\'e}}'s Relativistic Physics: Its Origins and
                 Nature",
  journal =      "Physics in Perspective (PIP)",
  volume =       "7",
  number =       "3",
  pages =        "268--292",
  month =        sep,
  year =         "2005",
  DOI =          "https://doi.org/10.1007/s00016-004-0234-y",
  bibdate =      "Thu May 31 16:13:05 2012",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib",
  URL =          "http://www.springerlink.com/content/w40237nj121084w3/",
  acknowledgement = ack-nhfb,
}


bibtype: book
filename: einstein.bib
label: Penrose:2005:RRC
author: Roger Penrose
title: The road to reality: a complete guide to the laws of the universe
publisher: pub-KNOPF
address: pub-KNOPF:adr
pages: xxviii + 1099
year: 2005
ISBN: 0-679-45443-8 OR 0679454438
ISBN13: 978-0-679-45443-4 OR 9780679454434
LCCN: QC20 .P366 2005
bibdate: Wed Jun 21 17:10:47 MDT 2006
bibsource: https://www.math.utah.edu/pub/tex/bib/einstein.bib; z3950.loc.gov:7090/Voyager
bibtimestamp: 2006.06.21 17:10:47 MDT
remark: Originally published: London: Jonathan Cape, 2004.
subject: Mathematical physics; Physical laws
acknowledgement: ack-nhfb
rawauthor: Roger Penrose
rawtitle: The road to reality: a complete guide to the laws of the universe
URL:
http://www.loc.gov/catdir/bios/random051/2004061543.html; http://www.loc.gov/catdir/description/random051/2004061543.html; http://www.loc.gov/catdir/enhancements/fy0619/2004061543-s.html; http://www.loc.gov/catdir/enhancements/fy0619/2004061543-t.html

abstract:
This guide to the universe aims to provide a comprehensive account of our present understanding of the physical universe, and the essentials of its underlying mathematical theory. It attempts to convey an overall understanding -- a feeling for the deep beauty and philosophical connotations of the subject, as well as of its intricate logical interconnections. While a work of this nature is challenging, no particular mathematical knowledge is assumed, the early chapters providing the essential background for the physical theories described in the remainder of the book. There is also enough descriptive material to carry the less mathematically inclined reader through, as well as some 450-500 figures. The book counters the common complaint that cutting-edge science is fundamentally inaccessible.

TOC:
The roots of science An ancient theorem and a modern question Kinds of number in the physical world Magical complex numbers Geometry of logarithms, powers, and roots Real-number calculus Complex-number calculus Riemann surfaces and complex mappings Fourier decomposition and hyperfunctions Surfaces Hypercomplex numbers Manifolds of n dimensions Symmetry groups Calculus on manifolds Fibre bundles and gauge connections The ladder of infinity Spacetime Minkowskian geometry The classical fields of Maxwell and Einstein Lagrangians and Hamiltonians The quantum particle Quantum algebra, geometry, and spin The entangled quantum world Dirac's electron and antiparticles The standard model of particle physics Quantum field theory The Big Bang and its thermodynamic legacy Speculative theories of the early universe The measurement paradox Gravity's role in quantum state reduction Supersymmetry, supra-dimensionality, and strings Einstein's narrower path : loop variables More radical perspectives : twistor theory Where lies the road to reality.

rawabstract:
This guide to the universe aims to provide a comprehensive account of our present understanding of the physical universe, and the essentials of its underlying mathematical theory. It attempts to convey an overall understanding -- a feeling for the deep beauty and philosophical connotations of the subject, as well as of its intricate logical interconnections. While a work of this nature is challenging, no particular mathematical knowledge is assumed, the early chapters providing the essential background for the physical theories described in the remainder of the book. There is also enough descriptive material to carry the less mathematically inclined reader through, as well as some 450-500 figures. The book counters the common complaint that cutting-edge science is fundamentally inaccessible.

rawTOC:
The roots of science \\ An ancient theorem and a modern question \\ Kinds of number in the physical world \\ Magical complex numbers \\ Geometry of logarithms, powers, and roots \\ Real-number calculus \\ Complex-number calculus \\ Riemann surfaces and complex mappings \\ Fourier decomposition and hyperfunctions \\ Surfaces \\ Hypercomplex numbers \\ Manifolds of n dimensions \\ Symmetry groups \\ Calculus on manifolds \\ Fibre bundles and gauge connections \\ The ladder of infinity \\ Spacetime \\ Minkowskian geometry \\ The classical fields of Maxwell and Einstein \\ Lagrangians and Hamiltonians \\ The quantum particle \\ Quantum algebra, geometry, and spin \\ The entangled quantum world \\ Dirac's electron and antiparticles \\ The standard model of particle physics \\ Quantum field theory \\ The Big Bang and its thermodynamic legacy \\ Speculative theories of the early universe \\ The measurement paradox \\ Gravity's role in quantum state reduction \\ Supersymmetry, supra-dimensionality, and strings \\ Einstein's narrower path : loop variables \\ More radical perspectives : twistor theory \\ Where lies the road to reality.

entry:
@Book{Penrose:2005:RRC,
  author =       "Roger Penrose",
  title =        "The road to reality: a complete guide to the laws of
                 the universe",
  publisher =    pub-KNOPF,
  address =      pub-KNOPF:adr,
  pages =        "xxviii + 1099",
  year =         "2005",
  ISBN =         "0-679-45443-8",
  ISBN-13 =      "978-0-679-45443-4",
  LCCN =         "QC20 .P366 2005",
  bibdate =      "Wed Jun 21 17:10:47 MDT 2006",
  bibsource =    "https://www.math.utah.edu/pub/tex/bib/einstein.bib;
                 z3950.loc.gov:7090/Voyager",
  URL =          "http://www.loc.gov/catdir/bios/random051/2004061543.html;
                 http://www.loc.gov/catdir/description/random051/2004061543.html;
                 http://www.loc.gov/catdir/enhancements/fy0619/2004061543-s.html;
                 http://www.loc.gov/catdir/enhancements/fy0619/2004061543-t.html",
  abstract =     "This guide to the universe aims to provide a
                 comprehensive account of our present understanding of
                 the physical universe, and the essentials of its
                 underlying mathematical theory. It attempts to convey
                 an overall understanding -- a feeling for the deep
                 beauty and philosophical connotations of the subject,
                 as well as of its intricate logical interconnections.
                 While a work of this nature is challenging, no
                 particular mathematical knowledge is assumed, the early
                 chapters providing the essential background for the
                 physical theories described in the remainder of the
                 book. There is also enough descriptive material to
                 carry the less mathematically inclined reader through,
                 as well as some 450-500 figures. The book counters the
                 common complaint that cutting-edge science is
                 fundamentally inaccessible.",
  acknowledgement = ack-nhfb,
  remark =       "Originally published: London: Jonathan Cape, 2004.",
  subject =      "Mathematical physics; Physical laws",
  tableofcontents = "The roots of science \\
                 An ancient theorem and a modern question \\
                 Kinds of number in the physical world \\
                 Magical complex numbers \\
                 Geometry of logarithms, powers, and roots \\
                 Real-number calculus \\
                 Complex-number calculus \\
                 Riemann surfaces and complex mappings \\
                 Fourier decomposition and hyperfunctions \\
                 Surfaces \\
                 Hypercomplex numbers \\
                 Manifolds of n dimensions \\
                 Symmetry groups \\
                 Calculus on manifolds \\
                 Fibre bundles and gauge connections \\
                 The ladder of infinity \\
                 Spacetime \\
                 Minkowskian geometry \\
                 The classical fields of Maxwell and Einstein \\
                 Lagrangians and Hamiltonians \\
                 The quantum particle \\
                 Quantum algebra, geometry, and spin \\
                 The entangled quantum world \\
                 Dirac's electron and antiparticles \\
                 The standard model of particle physics \\
                 Quantum field theory \\
                 The Big Bang and its thermodynamic legacy \\
                 Speculative theories of the early universe \\
                 The measurement paradox \\
                 Gravity's role in quantum state reduction \\
                 Supersymmetry, supra-dimensionality, and strings \\
                 Einstein's narrower path : loop variables \\
                 More radical perspectives : twistor theory \\
                 Where lies the road to reality.",
}


