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	Título: Progress In Operator Algebras, Noncommutative Geometry, And Their Applications
	Autor: Ionel Popescu	Precio: $906.40
	Editorial: American Mathematical Society	Año: 2013
	Tema: Matematicas, Geometria Algebraica, Algebra	Edición: 1ª
	Sinopsis	ISBN: 9786068443010
	This volume contains a selection of the contributions presented at the Fourth Annual Meeting of the European Noncommutative Geometry Network, held in Bucharest between April 25-30, 2011. Written by leading experts in their field, the articles cover a broad range of subjects including: ¦Operator algebras ¦Classification and structure ¦Cyclic theory and index theory ¦Interplay between harmonic analysis and topology ¦KK-theory and applications ¦Quantum groups ¦Algebraic quantum field theory ¦Quantum dynamics A publication of the Theta Foundation. Distributed worldwide, except in Romania, by the AMS. Readership Researchers interested in operator algebras, noncommutative geometry, and their applications. Table of Contents ¦R. Conti and W. Szymanski -- Automorphisms of the Cuntz algebras ¦D. E. Evans and M. Pugh -- Braided subfactors, spectral measures, planar algebras, and Calabi-Yau algebras associated to SU(3) modular invariants ¦A. de Goursac -- Non-formal deformation quantization of abelian supergroups ¦A. J. Harju -- On Dirac operators and spectral geometry of compact quantum groups ¦J. H. Hong, N. S. Larsen, and W. Szymanski -- The Cuntz algebra Q N and C * -algebras of product systems ¦A. J. Lazar -- Centers of C * -algebras rich in modular ideals ¦J. Renault< -- Continuous bounded cocycles ¦C. Sämann< and R. J. Szabo -- Quantization of 2-plectic manifolds ¦B. Spisso -- First numerical approach to a Grosse-Wulkenhaar model ¦J. Zahn -- (Supersymmetric) quantum electrodynamics on Moyal space

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