Quantum Fields and Quantum Space Time by Gerard 't HooftQuantum Fields and Quantum Space Time by Gerard 't Hooft

Quantum Fields and Quantum Space Time

EditorGerard 't Hooft, Arthur Jaffe, Gerhard Mack

Hardcover | October 31, 1997

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Comprises the proceedings of a NATO Advanced Study Institute (ASI) on Quantum Fields and Quantum Space Time held July/August 1996 in Carg<_60_e>se, France. The volume's 17 contributions include discussion of the following topics: non- commutative gauge fields from quantum groups; noncommutative differential geometry and the structure of space time; quantum integrable models on 1+1 discrete space time; supersymmetry and non-commutative geometry; quantization of space and time in 3 and in 4 space-time dimensions; integrable classical and quantum gravity; exercises in equivariant cohomology; some complex quantum manifolds and their geometry; T-duality and the moment map; symmetries of dimensionally reduced string effective action; non-local observables and confinement in BF formulation in Yang-Mills theory; disorder operators, quantum doubles, and Haag duality in 1+1 dimensions; and the cohomology and homology of quantum field theory. Annotation c. by Book News, Inc., Portland, Or.
Title:Quantum Fields and Quantum Space TimeFormat:HardcoverDimensions:382 pages, 10 × 7.01 × 0.27 inPublished:October 31, 1997Publisher:Springer US

The following ISBNs are associated with this title:

ISBN - 10:0306456974

ISBN - 13:9780306456978

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Table of Contents

Lectures: Non-communicative Gauge Fields from Quantum Groups A.Yu. Alekseev, V. Schomerus. Duality in N=2 SUSY SU(2) Yang-Mills Theory: A Pedagogical Introduction; A. Bilal. Noncommunicative Differential Geometry and the Structure of Space Time; A. Connes. Quantum Integrable Models on 1+1 Discrete Space Time; L. Faddeev, A. Volkov. Supersymmetry and Non-Communicative Geometry; J. Fröhlich, et al. Turbulence under a Magnifying Glass; K. Gawedzki. Quantization of Space and Time in 3 and in 4 Space-Time Dimensions; G. 't Hooft. Pushing Einstein's Principles to the Extreme; G. Mack. Integrable Classical and Quantum Gravity; H. Nicolai, et al. Quantum Affine Algebras and Integrable Quantum Systems; V. Chari, A. Pressley. Seminars: T-Duality and the Moment Map; C. Klimcik, P. Severa. Symmetries of Dimensionally Reduced String Effective Action; J. Maharana. Non Local Observables and Confinement in BF Formulation of Yang-Mills Theory; F. Fucito, et al. Disorder Operators, Quantum Doubles, and Haag Duality in 1+1 Dimensions; M. Müger. The Cohomology and Homology of Quantum Field Theory; J.E. Roberts. 2 Additional Lectures. Index.