Free PDF A First Course in General Relativity

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A First Course in General Relativity

Free PDF A First Course in General Relativity

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Review

"Schutz has done a masterful job of incorporating ... new developments into a revised edition, which is sure to become a new "classic." I look forward to teaching out of the second edition of "first course." Clifford M Will, McDonnell Center for the Space Sciences, Washington University, St Louis"This new edition retains all of the original's clarity and insight into the mathematical foundations of general relativity, but thoroughly updates the accounts of the application of the theory in astrophysics and cosmology, which have moved on considerably ... The result is an indispensable volume for anyone wishing to develop a deep and physically well-motivated understanding of relativistic gravitation, and this new edition will no doubt become a classic text in its own right." Mike Hobson, Cavendish Laboratory, University of Cambridge"Schutz has updated his eminently readable and eminently teachable A First Course in General Relativity. The result maintains the style of the first edition -- intuitively and physically motivated presentation of the subject. ... This text will be appreciated by any upper level undergraduate with an interest in cosmology, astrophysics, or experimentation in gravitational physics." Richard Matzner, The Center for Relativity, University of Texas at Austin"Well laid out, developing logically and amply illustrated. Absolutely recommended." Times Higher Education Supplement

Book Description

Clarity, readability and rigor combine in the second edition of this widely-used textbook to provide the first step into general relativity for undergraduate students with a minimal background in mathematics. Over 300 exercises give students the confidence to work with general relativity and the necessary mathematics.

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Product details

Hardcover: 406 pages

Publisher: Cambridge University Press; 2nd edition (June 22, 2009)

Language: English

ISBN-10: 0521887054

ISBN-13: 978-0521887052

Product Dimensions:

7.7 x 0.8 x 9.9 inches

Shipping Weight: 2.3 pounds (View shipping rates and policies)

Average Customer Review:

4.0 out of 5 stars

65 customer reviews

Amazon Best Sellers Rank:

#73,866 in Books (See Top 100 in Books)

This book is my favorite on general relativity. I absolutely enjoyed the printed first edition. The exposition is wonderfully clear and encompassing. However, the Kindle edition is, frankly, plain horrible. The equations appear ridiculously small (initially I thought they were all missing, without exaggeration!), and since they turn out to be extremely low resolution images, zooming (which is itself tedious and distracting, given the amount and depth of technical contents) does not help due to pixelization, particularly when one tries to distinguish subtle but essential details in the omnipresent covariant and contravariant tensor indices. It pains me that, as a textbook, the Kindle edition (as of June 2017) is thus worthless. This work deserved better.

This book had 4.5 stars when I bought it and was very excited for it, but it turned out to be just eh. The content this book tries to convey is what is in my opinion the strong suit. I liked how the math was presented, and got a general feel for things. But it does not present some topics in a lucid manner, and sometimes leaves important results in a mess of random calculuations, the problem being you won't even know whats important or not if you're a beginner. Example: the friedmann equations for cosmological evolution are never even given a name. They're just there. The book basically spits all this stuff at you with no motivation whatsoever. This book also lacks figures, sometimes the way schutz tries to describe things are impossible to understand, where a simple diagram would make things infinitely easier. The book omits many steps I found important in derivations as well, and after reading a chapter you'll often get the feeling like you haven't learned anything.There are good things about this book though. Its got pretty good descriptions of the math. It let me get a feel for diff geometry in a reasonable amount of time, which I would say is pretty impressive.I would recommend the book by hartle for physical intuition and lucid motivations and derivations. But yeah, hopefully with Robert Scott's students manual this book will be nicer to work with. DEFINATELY not for self study, don't even try.Just so you guys know. I don't hate this book as much as I hated, for example, kittels solid state book. That thing was just an abomination. And its definitely not on griffiths e&m level. But somewhere in between. I would say its leaning more towards griffiths, and that said its not an awful book, but its just a shame cause it could be SO much better with some work. Oh, forgot to mention. TYPOS galore./end rant

The book is good for a first course as the title suggests. However, the Kindle edition (the product I am reviewing) is absymmal. Equations do not show up properly and you have to click and enlarge them in a popup every time. Sometimes entire pages show up blank and only become visible when you change the text size. My advice for you would be to save your money for the print version.

I struggled through this book more than I was okay with while learning GR. Originally, I thought it was that difficult of a topic. But upon learning much more about GR and having much more experience, I still find this book to be a cumbersome read. The author never decides if he wants to use modern coordinate free notation or old school component only notation. He constantly swaps back and forth and only ever half develops anything from modern notation. It left me VERY confused when first learning this topic. Upon coming back to check it out recently, I now understand why. He does an extremely poor job of developing the notations together and, much more often than not, he leaves you confused.When the author teaches and strictly stays with old school notation, the book does a fantastic job. But when he tries to incorporate modern notation, it's confusing.After finding the book "A Student's Guide to Vectors and Tensors," I find that this book is rather mediocre. Fleisch did a drastically better job at teaching you everything up to the Riemann tensor. It's not even comparable. If I were suggesting a path to learn GR, I would say Fleisch, Zee, Carroll, Wald.

This book is a good introduction to relativity which does not pull punches mathematically speaking but still manages to be merciful to the beginner. I read this book with only a basic background in freshman college physics and calculus. It took me 2 6-month sessions over 2 years to go through it all in detail but it was worth it. It gave me a sufficient familiarity with the core concepts and underlying mathematics to consider tackling a more advanced book on relativity someday. The book starts with special relativity, Minkowski diagrams, 4-vectors, etc., then progresses through background material on tensors, one-forms, metrics, etc. It then goes over general covariance, geodesics in curved spacetime, and the equations of general relativity. Following this there is material on the weak gravity (Newtonian) approximation, including the derivation of the precession of Mercury, a key confirmation of Einstein's theory. Then various metrics relevant to cosmology and black holes are discussed, including the Friedmann-Lemaitre metric (the expanding universe), and the Kerr metric (rotating black holes). It was quite fascinating to see the actual mathematical derivations of many of the key concepts and findings of general relativity that I had previously only read about in popular science books. Each chapter comes with problems which help illuminate the material.A very worthwhile exercise if non-mathematical descriptions of relativity, cosmology, and high-energy astrophysics leave you wishing for a more in-depth understanding, and if you have a basic physics and math background and the time to spend. Five stars!

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