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Science/Engineering General Relativity for Mathematicians: R. K. Sachs, H. Wu
Posted on 2010-03-16
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More General Relativity for Mathematicians: R. K. Sachs, H. Wu Geared toward mathematically sophisticated readers with a solid background in differential geometry, this text was written by two noted teachers at the University of California, Berkeley. It offers a firm foundation in the principles of general relativity, particularly in terms of singularity theorems and the quantization of gravity. 1977 edition. Review: As a student of physics, I'm always plagued by the presentation of any modern physics. Questions of "where does this come from" or "what does this mean" are never answered and rather students are expected to simply work calculations until those questions fade away, answered (or rather unanswered) by a new familiarity with just how to do calculations. It is as if understanding the theory was only a means to an end. Anyway, this book went a long way for presenting the material in a way that satisfies those questions. Even if the answer is just "it seems somewhat plausible to define something that way based on what we observe experimentally", the book actually gets down to it and says that and defines it -- rather than just assuming that you knew it was obvious to describe particles using a mass density function, for example. Also, the book actually covers not just GR, but also electrodynamics (the foundational way) and also matter models. It's worth it just for the chapter on matter. To see my other books, click Download Link (Here).
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