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Hopf Algebras and Generalizations (Contemporary Mathematics, 441, Band 441) - Softcover

 
9780821838204: Hopf Algebras and Generalizations (Contemporary Mathematics, 441, Band 441)

Inhaltsangabe

Work in this interdisciplinary field has revealed structures connected to various areas of mathematics, particularly through quantum groups. It locates methods, relationships, motivations and applications throughout algebra, category theory, topology, geometry, quantum field theory, quantum gravity, combinatories, logic and theoretical computer science. These proceedings for the October 2004 special session include eight papers that explore essential aspects of Hopf algebras and some of their best-known generalizations through a variety of approaches and perspectives; topics include lax braiding and the lax center, dynamical quantum groups, groups of group-like elements of a semi-simple Hopf algebra and its dual, higher Fobenius-Schur indicators for pivotal structures, doubles of (quasi) Hopf algebras and some examples of quantum groupoids and vertex groups related to them, central braided Hopf algebras, anti-Yetter-Drinfield algebras and representations of the Hopf algebra U(n). Annotation ©2007 Book News, Inc., Portland, OR (booknews.com)

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