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Integrable Systems. Twistors, Loop groups and Riemann Surfaces

	Author(s):	N. J. Hitchin, G. B. Segal, R. S. Ward
	Collection:
	Publisher:	Oxford University Press, USA
	Year:	1999
	Language:	English
	Pages:	74 pages
	Size:	899 KB
	Extension:	DJVU

[tab] [content title="Description"]This book is based on lectures given by the authors at an instructional conference on integrable systems held at the Mathematical Institute in Oxford in September 1997. Most of the participants were graduate students from the United Kingdom and other European countries. The lectures emphasized geometric aspects of the theory of integrable systems, particularly connections with algebraic geometry, twistor theory, loop groups, and the Grassmannian picture. We are grateful for support for the conference from the London Mathematical Society, the Engineering and Physical Sciences Research Council (contract No. 00985SCI96), the University of Oxford Mathematical Prizes Fund, the Mathematical Institute, Wadham College, and Oxford University Press. [/content] [content title="Content"] [/content] [content title="About the author"]Nigel James Hitchin FRS (born 2 August 1946) is a British mathematician working in the fields of differential geometry, gauge theory, algebraic geometry, and mathematical physics. He is a Professor Emeritus of Mathematics at the University of Oxford. Graeme Bryce Segal FRS (born 21 December 1941) is an Australian mathematician, and professor at the University of Oxford.Richard Samuel Ward FRS (born 6 September 1951) is a British mathematical physicist. He is a Professor of Mathematical & Theoretical Particle Physics at the ... [/content] [/tab]

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