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Description - Not Even Wrong by Peter Woit

Not Even Wrong tells a fascinating and complex story about human beings and their attempts to come to grips with perhaps the most intellectually demanding puzzle there is- how does the world work at the most fundamental level and what is the role of mathematics in its description? The author's perspective on this story is unusual since he has worked in both leading physics and mathematics departments and holds very skeptical views about string theory , the subject that has dominated research in this field for the past twenty years. he book begins with an historical survey of the experimental and theoretical developments that led to the creation of the phenomenally successful so-called Standard Model of particle physics around 1975. Despite its successes, the Standard Model does not answer all questions that one would expect it to address, and for the last thirty years physicists have been trying to come up with a better theory. What the remaining questions are is explained in detail, together with the history of attempts to answer them, including the spectacular new mathematics that has arisen from these efforts. Lacking guidance from new experimental results, physicists have

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Book Details

ISBN: 9780099488644
ISBN-10: 0099488647
Format: Paperback
(198mm x 129mm x 19mm)
Pages: 304
Imprint: Vintage
Publisher: Vintage Publishing
Publish Date: 7-Jun-2007
Country of Publication: United Kingdom

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Author Biography - Peter Woit

Peter Woit is a physicist and mathematician who is currently a Lecturer in the Mathematics Department at Columbia University. He graduated in 1979 from Harvard University with bachelor's and master's degrees in physics, then went on to get a Ph.D. in theoretical physics from Princeton University. He has been a postdoc at the Institute for Theoretical Physics at Stony Brook and at the Mathematical Sciences Research Institute at Berkeley. Since 1989 he has been teaching at Columbia where in recent years he has taught graduate courses in quantum field theory, representation theory and differential geometry.