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Quantum Groups, Noncommutative Geometry and Fundamental Physical Interactions



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Quantum Groups, Noncommutative Geometry and Fundamental Physical Interactions
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Contents include: Hochschild Homology of Function Algebras Associated with Singularities; On the KK-Theory of Stable Projective Limits; Noncommutative Integrability; Gauge Invariance of the Chern-Simons Action in Noncommutative Geometry; The Analysis of the Hochshild Homology; Coproducts and Operations on Cyclic Cohomology; Powers of Quantum Matrices and Relations Between Them; Introductory Notes on Extensions of Hopf Algebras; Hopf Algebras from the Quantum Geometry Point of View; Equation Pentagonale, Bige bres et Espaces de Modules; Chiral Anomalies in the Spectral Action; Standard Model and Unimodularity Condition; On Feynman Graphs as Elements of a Hopf Algebra.

Author Biography

Daniel Kastler et al, Editors
Release date NZ
June 1st, 1999
Edited by Daniel Kastler Edited by etc.
Country of Publication
United States
b/w illus
Nova Biomedical
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