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3926 The Mathematician's Brain A Personal Tour Through the Essentials of Mathematics and Some of the Great Minds Behind Them by David Ruelle pdf

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Name:3926 The Mathematician's Brain A Personal Tour Through the Essentials of Mathematics and Some of the Great Minds Behind Them by David Ruelle pdf

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3926.The Mathematician's Brain. A Personal Tour Through the Essentials of Mathematics and Some of the Great Minds Behind Them by David Ruelle.pdf (Size: 1.31 MB) (Files: 1)

 3926.The Mathematician's Brain. A Personal Tour Through the Essentials of Mathematics and Some of the Great Minds Behind Them by David Ruelle.pdf

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David Ruelle, The Mathematicians Brain: A Personal Tour Through the Essentials of Mathematics and Some of the Great Minds Behind Them
Pri..nc.eton U.niv..ersity Pr.ess | English | 2007-07-16 | ISBN: 0691129827 | 172 pages | PDF | 1.3 mb

The Mathematicians Brain poses a provocative question about the worlds most brilliant yet eccentric mathematical minds: were they brilliant because of their eccentricities or in spite of them? In this thought-provoking and entertaining book, David Ruelle, the well-known mathematical physicist who helped create chaos theory, gives us a rare insiders account of the celebrated mathematicians he has known-their quirks, oddities, personal tragedies, bad behavior, descents into madness, tragic ends, and the sublime, inexpressible beauty of their most breathtaking mathematical discoveries.

Consider the case of British mathematician Alan Turing. Credited with cracking the German Enigma code during World War II and conceiving of the modern computer, he was convicted of gross indecency for a homosexual affair and died in 1954 after eating a cyanide-laced apple--his death was ruled a suicide, though rumors of assassination still linger. Ruelle holds nothing back in his revealing and deeply personal reflections on Turing and other fellow mathematicians, including Alexander Grothendieck, Ren Thom, Bernhard Riemann, and Felix Klein. But this book is more than a mathematical tell-all. Each chapter examines an important mathematical idea and the visionary minds behind it. Ruelle meaningfully explores the philosophical issues raised by each, offering insights into the truly unique and creative ways mathematicians think and showing how the mathematical setting is most favorable for asking philosophical questions about meaning, beauty, and the nature of reality.

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