The Interface of Mathematics and Particle Physics: Based on the Proceedings of a Conference Organized by the Institute of Mathematics and Its Applica (Institute of Mathematics and Its Applications Conference Series New Series)

Cover image : The Interface of Mathematics and Particle Physics: Based on the Proceedings of a Conference Organized by the Institute of Mathematics and Its Applica (Institute of Mathematics and Its Applications Conference Series New Series)

商品情報

ASIN
0198536267
発売日
1990-04-01
Amazon.co.jp(Japan)の商品情報
The Interface of Mathematics and Particle Physics: Based on the Proceedings of a Conference Organized by the Institute of Mathematics and Its Applica (Institute of Mathematics and Its Applications Conference Series New Series)
Amazon.com(USA)の商品情報
The Interface of Mathematics and Particle Physics (Institute of Mathematics and Its Applications Conference Series New Series)
Amazon.de(Germany)の商品情報
The Interface of Mathematics and Particle Physics: Based on the Proceedings of a Conference Organized by the Institute of Mathematics and Its Applica ... Applications Conference Series New Series)
Amazon.fr(France)の商品情報
The Interface of Mathematics and Particle Physics: Based on the Proceedings of a Conference Organized by the Institute of Mathematics and Its Applica
Amazon.co.ukの商品情報
The Interface of Mathematics and Particle Physics (Institute of Mathematics & its Applications Conference Series (New Series))
EAN
9780198536260
ページ数
242ページ
制作者
D. G. Quillen
G. B. Segal
S. T. Tsou
商品種別 ( Product Group )
Book - ハードカバー
レーベル ( Label )
Clarendon Pr

Amazonのエディトリアルレビューより

Product Description
This comprehensive volume provides an exciting and up-to-date survey of the current research and advances in particle physics, with an emphasis on the crucial interaction between theoretical physics and mathematics. Internationally known experts including A. Connes, R. Penrose, Peter Goddard, and Alice Rogers give readers the latest information on quantum groups, instantons in Yang-Mills theories, conformal algebras, gauge theories, cyclic cohomology, rational conformal field theories, string theory, and twistors. Their contributions show how questions in physics have stimulated important advances in mathematics, which in turn have facilitated further theoretical progress in physics. The wide scope of the book makes it an invaluable collection for anyone working in either field.

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