Customer Reviews

Gauge Fields, Knots and Gravity (World Scientific Series on Nonlinear Science)

5 star:		(7)
4 star:		(0)
3 star:		(0)
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This book should be at the top of anyone's reading list who is planning to get into serious mathematical physics. It deals with a good deal of complex material, but the presentation is easy to follow, and shouldn't be beyond most advanced undergraduates. There are a lot of good exercises which fill in most of the gaps. (If you want a book heavy on detail, this book may not be for you. If you want a book that gives you all the tools you're going to need to get start understanding quantum gravity and other areas in a short time, get this book immediately!) It's a shame the paperback edition doesn't seem to be available anymore; it's half the price, and checking with the publisher reveals that the paperback edition is still in print.

A beautifully written book which should be entitled "quantum gravity primer for the practical man". Clear and self-contained, this book will serve aa a small survey of mathematical physics, giving the reader tools in particle physics and gravity. Excellently motivated topics. Compact enough to bring with you anywhere. The only thing it fails at is dicing a proper tomato.

I think the review above by J. Pullin puts it very well. This is a great book, and a good place to get started (it also provides suggestions for further reading). The authors have done a fantastic job, and I highly recommend the book!

I really enjoyed reading this book! A must have if you are interested in mathematical physics. Every page is a pedagogical masterpiece.

The authors should be put on a desert island with enough provisions and forced to write comprehensive textbooks of all areas of mathematics and physics. Very clear with intuitive clarifications. The only problem: Many typos!

One of the best books on physics ever .. and maybe the best introduction to differential geometry for Physicists, great introduction to knot theory. The formulation of electromagnetism in terms of differential forms is clear and beautiful.

This is exactly how books on advanced topics should be written - not afraid of the necessary math, but starts simple and builds things up clearly, with lots of intuitive explanations and no unnecessary formalism and over-precision for the lay reader.

Covers many topics in Mathematical Physics with great clarity. Highly recommended for those who are interested in a modern approach to Mathematical Physics.