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Loop Groups (Oxford Mathematical Monographs) [Paperback]

Andrew Pressley (Author), Graeme Segal (Author)

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Book Description

June 16, 1988 0198535619 978-0198535614 1
Loop groups, the simplest class of infinite dimensional Lie groups, have recently been the subject of intense study. This book gives a complete and self-contained account of what is known about them from a geometrical and analytical point of view, drawing together the many branches of mathematics from which current theory developed--algebra, geometry, analysis, combinatorics, and the mathematics of quantum field theory. The authors discuss loop groups' applications to simple particle physics and explain how the mathematics used in connection with loop groups is itself interesting and valuable, thereby making this work accessible to mathematicians in many fields.

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Editorial Reviews

Review


"The authors have done an important service in giving the first coherent account of the geometric representation theory and structure of loop groups and their central extensions....Besides mathematicians working on infinite-dimensional groups and manifolds, the book is to be recommended for theoretical physicists working in quantum field theory, completely integrable systems and string theory." --Mathematical Reviews


"This book is the first account, from a mathematical point of view, of what is known about the global analysis of loop groups--a particular kind of infinite dimensional group consisting of maps from a circle to a fixed (finite dimensional) group. These objects arise naturally in one dimensional field theories and 'string' models. Loop Groups is remarkably comprehensive and coherent. . . . Although many of the results are at the cutting edge of research, the exposition and proofs are elegant and intelligible. The future influence of the book may be hard to overstate." --American Scientist


About the Author

Andrew Pressley is a Lecturer in Mathematics at King's College, London. Graeme Segal is a Reader in Mathematics at the University of Oxford.

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Inside This Book (learn more)
First Sentence:
The purpose of this chapter is to outline and assemble the basic facts about finite dimensional Lie groups which will be used in the course of the book, and to establish some notation and terminology. Read the first page
Key Phrases - Statistically Improbable Phrases (SIPs): (learn more)
basic central extension, blip construction, antidominant weights, restricted general linear group, simple affine roots, twisted loop groups, algebra cocycle, basic inner product, positive energy representations, intertwining action, polynomial loops, lowest weight vector, positive energy condition, laced group, universal central extension, holomorphic sections, maximal abelian subgroup, determinant bundle, admissible basis, admissible bases, spin representation, character formula, periodicity theorem, maximal torus, rotation action
Key Phrases - Capitalized Phrases (CAPs): (learn more)
Banach Lie, Kac-Moody Lie, Grassmannian Grk
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