Relativity: the Special and the General Theory: a popular exposition. Einstein, A. Wings Books, New York, NY, USA, 1978. Authorized translation by Robert W. Lawson.bibtex @Book{Einstein:1978:RSG,
author = "Albert Einstein",
title = "{Relativity}: the {Special} and the {General Theory}:
a popular exposition",
publisher = "Wings Books",
address = "New York, NY, USA",
pages = "xiii + 188",
year = "1978",
ISBN = "0-517-02530-2 (paperback), 0-517-02961-8 (hardcover)",
ISBN-13 = "978-0-517-02530-7 (paperback), 978-0-517-02961-9
(hardcover)",
bibdate = "Mon Nov 21 05:53:26 MST 2005",
bibsource = "http://www.math.utah.edu/pub/tex/bib/einstein.bib",
note = "Authorized translation by Robert W. Lawson.",
acknowledgement = ack-nhfb,
author-dates = "1879--1955",
remark = "Reprint of fifteenth edition (1952).",
tableofcontents = "Part I. The Special Theory of Relativity. Physical
meaning of geometrical propositions \\
The system of coordinates \\
Space and time in classical mechanics \\
The Galileian system of coordinates \\
The principle of relativity \\
The theorem of the addition of velocities employed in
classical mechanics \\
The apparent incompatibility of the law of propagation
of light with the principle of relativity \\
On the idea of time in physics \\
The relativity of simultaneity \\
On the relativity of the conception of distance \\
The lorentz transformation \\
The behavior of measuring-rods and clocks in motionPart
II. The General Theory of Relativity. Special and
general principle of relativity \\
The gravitational field \\
The equality of inertial and gravitational mass as an
argument for the general postulate of relativity \\
In what respect are the foundation of classical
mechanics and of the special theory of relativity
unsatisfactory? \\
A few inferences from the general principle of
relativity \\
Behavior of clocks and measuring rods on a rotating
body of reference \\
Euclidean and noneuclidean continuum \\
Gaussian coordinates \\
The space--time continuum of the special theory of
relativity ocnsidered as a euclidean continuum \\
The space--time continuum of the general theory of
relativity is not a euclidean continuum \\
Exact formation of the general principle of relativity
\\
The solution of the problem of gravitation on the basis
of the general principle of relativity \\
Part III. Considerations on the Universe as a Whole.
Cosmological difficulties of Newton's Theory \\
The possibility of a ``finite'' and yet ``unbounded''
universe \\
The structure of space according to the general theory
of relativity",
}
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Beebe, University of Utah, Department of Mathematics, 110 LCB, 155 S 1400 E RM 233, Salt Lake City, UT 84112-0090, USA, Tel: +1 801 581 5254, FAX: +1 801 581 4148, e-mail: \\path|beebe@math.utah.edu|, \\path|beebe@acm.org|, \\path|beebe@computer.org| (Internet), URL: \\path|http://www.math.utah.edu/ beebe/|","author-dates":"1879–1955","remark":"Reprint of fifteenth edition (1952).","tableofcontents":"Part I. The Special Theory of Relativity. Physical meaning of geometrical propositions \\\\ The system of coordinates \\\\ Space and time in classical mechanics \\\\ The Galileian system of coordinates \\\\ The principle of relativity \\\\ The theorem of the addition of velocities employed in classical mechanics \\\\ The apparent incompatibility of the law of propagation of light with the principle of relativity \\\\ On the idea of time in physics \\\\ The relativity of simultaneity \\\\ On the relativity of the conception of distance \\\\ The lorentz transformation \\\\ The behavior of measuring-rods and clocks in motionPart II. The General Theory of Relativity. Special and general principle of relativity \\\\ The gravitational field \\\\ The equality of inertial and gravitational mass as an argument for the general postulate of relativity \\\\ In what respect are the foundation of classical mechanics and of the special theory of relativity unsatisfactory? \\\\ A few inferences from the general principle of relativity \\\\ Behavior of clocks and measuring rods on a rotating body of reference \\\\ Euclidean and noneuclidean continuum \\\\ Gaussian coordinates \\\\ The space–time continuum of the special theory of relativity ocnsidered as a euclidean continuum \\\\ The space–time continuum of the general theory of relativity is not a euclidean continuum \\\\ Exact formation of the general principle of relativity \\\\ The solution of the problem of gravitation on the basis of the general principle of relativity \\\\ Part III. Considerations on the Universe as a Whole. Cosmological difficulties of Newton's Theory \\\\ The possibility of a ``finite'' and yet ``unbounded'' universe \\\\ The structure of space according to the general theory of relativity","bibtex":"@Book{Einstein:1978:RSG,\n author = \"Albert Einstein\",\n title = \"{Relativity}: the {Special} and the {General Theory}:\n a popular exposition\",\n publisher = \"Wings Books\",\n address = \"New York, NY, USA\",\n pages = \"xiii + 188\",\n year = \"1978\",\n ISBN = \"0-517-02530-2 (paperback), 0-517-02961-8 (hardcover)\",\n ISBN-13 = \"978-0-517-02530-7 (paperback), 978-0-517-02961-9\n (hardcover)\",\n bibdate = \"Mon Nov 21 05:53:26 MST 2005\",\n bibsource = \"http://www.math.utah.edu/pub/tex/bib/einstein.bib\",\n note = \"Authorized translation by Robert W. Lawson.\",\n acknowledgement = ack-nhfb,\n author-dates = \"1879--1955\",\n remark = \"Reprint of fifteenth edition (1952).\",\n tableofcontents = \"Part I. The Special Theory of Relativity. Physical\n meaning of geometrical propositions \\\\\n The system of coordinates \\\\\n Space and time in classical mechanics \\\\\n The Galileian system of coordinates \\\\\n The principle of relativity \\\\\n The theorem of the addition of velocities employed in\n classical mechanics \\\\\n The apparent incompatibility of the law of propagation\n of light with the principle of relativity \\\\\n On the idea of time in physics \\\\\n The relativity of simultaneity \\\\\n On the relativity of the conception of distance \\\\\n The lorentz transformation \\\\\n The behavior of measuring-rods and clocks in motionPart\n II. The General Theory of Relativity. Special and\n general principle of relativity \\\\\n The gravitational field \\\\\n The equality of inertial and gravitational mass as an\n argument for the general postulate of relativity \\\\\n In what respect are the foundation of classical\n mechanics and of the special theory of relativity\n unsatisfactory? \\\\\n A few inferences from the general principle of\n relativity \\\\\n Behavior of clocks and measuring rods on a rotating\n body of reference \\\\\n Euclidean and noneuclidean continuum \\\\\n Gaussian coordinates \\\\\n The space--time continuum of the special theory of\n relativity ocnsidered as a euclidean continuum \\\\\n The space--time continuum of the general theory of\n relativity is not a euclidean continuum \\\\\n Exact formation of the general principle of relativity\n \\\\\n The solution of the problem of gravitation on the basis\n of the general principle of relativity \\\\\n Part III. Considerations on the Universe as a Whole.\n Cosmological difficulties of Newton's Theory \\\\\n The possibility of a ``finite'' and yet ``unbounded''\n universe \\\\\n The structure of space according to the general theory\n of relativity\",\n}\n\n","author_short":["Einstein, A."],"key":"Einstein:1978:RSG","id":"Einstein:1978:RSG","bibbaseid":"einstein-relativitythespecialandthegeneraltheoryapopularexposition-1978","role":"author","urls":{},"metadata":{"authorlinks":{"einstein, 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