Integrable Quantum Field Theories

Hardcover

EditorL. Bonora, Giuseppe Mussardo, A. Schwimmer

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Proceedings of a workshop held September 1992, in Como, Italy. Formerly, integrability was a topic for mathematical physics, but recently has expanded into the fields of dimensional statistical mechanical models, two-dimensional conformal field theories and their perturbations, and matrix models of two-dimensional gravity. Papers were given in all of the above areas and can be grouped into three broad groups of subjects: 2D lattice models and off-critical solvable models, Kac-Moody algebras and their role in integrable theories, and matrix models of string theory and their relation with topological and integrable field theories. Annotation c. by Book News, Inc., Portland, Or.

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Proceedings of a workshop held September 1992, in Como, Italy. Formerly, integrability was a topic for mathematical physics, but recently has expanded into the fields of dimensional statistical mechanical models, two-dimensional conformal field theories and their perturbations, and matrix models of two-dimensional gravity. Papers were ...

Format:HardcoverDimensions:341 pages, 10 × 7.01 × 0.27 inPublisher:Springer US

The following ISBNs are associated with this title:

ISBN - 10:0306445344

ISBN - 13:9780306445347

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Table of Contents

Quantum Affine Symmetry and Correlation Functions of the XXZ Model; T. Miwa. A ThreeDimensional Solvable Model; V.V. Bazhanov, R.J. Baxter. Elliptic Parametrization of the Three-State Chiral Potts Model; R.J. Baxter. An Introduction to Yangian Symmetries; D. Bernard. On the Quantum-Group Description of the Massive Thirring (Sine-Gordon) Model; C. Destri. The Operator Algebra of the Discrete State Operators in 2D Gravity with Nonvanishing Cosmological Constant; Vl.S. Dotsenko. Hidden Geometrical Structures in Integrable Models; P. Dorey. Hidden Geometrical Structures in Integrable Models; P. Dorey. Picard-Fuchs Equations and Low Energy Couplings in Superstring Theories; R.D'Auria, S. Ferrara. On the Structure of Rational Field Theory; D. Gepner. Non-Perturbative Computability Vs. Integrability in Susy QFT's; S. Cecotti. Quantum Integrability and Exact S-Matrices for Affine Toda Theories; D. Zanon. 10 additional articles. Index.