This is one of the few book discussing the Gibbons-York-Hawking term. Also, shows the details to get the Hamilton equations from Hilbert's action.
I started reading this book only yesterday. I've worked through all but the last chapter, and I'm already ready to conclude that this is an amazing book!
As the book title suggests, this is not an introduction to general relativity. However, with a basic understanding of general relativity and differential geometry, this book can be a very rewarding read.
Eric John Dingwall
Eric Clayberg
Eric Ryan Wells
Eric Holder
Eric Saunders
Eric Campeau
Eric Van Lustbader
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Eric A. Hanushek
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Eric Kerridge
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Eric Gilleland
Eric M. Hardy
Eric Lunde
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Eric Tyson
Eric L. Motley
Eric Hammon
Eric Thomson
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Eric Wilder
Eric Yanfei Zhao
Eric Saunders
Eric Berger
Eric Braun
Eric Reynolds
Eric Hoyt
Eric Flint
Eric Foner
Eric B. Loucks
Eric Scriven
Eric Jon Taylor
Eric S Martell
Eric Warren
Eric Larocca
Eric Hirsch
Eric Guilbert
Eric Mason
Eric J. Arnott
Eric Minton
Éric Defrançais
Eric S. Loker
Louis Begley
Audrey I. Richards
Ian McEwan
R.L. Camp
张炜 著
Catherine Housecroft
Daniel Defoe
Chad Taylor
Mary Soames
Anne Morgan
Mukesh Eswaran
Simon Cheshire
George Robinson
Edward Zlotkowski
Edward Lear
Valerie Thomas
Satomi Ikezawa
Paul (Ed ) Jennings
Catherine M. Frangie
Boris Leonidovich Pasternak
Michael Simkins
Ruth Brockelhurst
Terry Wireman
Darrow Schecter
Xavier Vives
James Patterson
Sonali Dev
Philip Zimbardo
Marcus Tomalin
Wang Shuo
Richard Hickman
George F. Cole
Richard Dunne
Tim Ward
Andy Griffiths
Robert Louis Stevenson
Jakob Lindgaard
Walker, Richard
Gamble Burgess Staff
Paul Bevis
Kevin Young
England) Staff City Law School (London
Robert Parrino
Patricia Hall
Fiona Watt
Capitalizing on Science, Technology, and Innovation: An Assessment of the Small Business Innovation Research Program Committee
Alexandre Dumas
Alexander Hosie
James Salant
John Marsden
Robin Klein
Seymour Kindbud
Julie Haydon
Lee Epstein
Janet Malcolm
Enid Blyton
Julia Allen