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C-star-algebras by example Kenneth R. Davidson
Publisher: Amer Mathematical Society

Actions are very important in noncommutative geometry, and are some of the main examples in Connes' school like group(oid) C * -algebras, crossed product operator algebras and the study of functions on orbifolds and foliations. C*-algebras (pronounced “C-star”) are an important area of research in functional analysis, a branch of mathematics. 206-Banach Algebra Techniques in Operator Theory-Douglas.pdf 8.94 MB 208-C-star-algebras by example-Davidson.djvu 2.85 MB 214-A Comprehensive Introduction to Differential Geometry 3e Vol. These are studied in functional analysis. The star operation is still complex conjugation. So, while I'm running a bit long here, this is the basic setup behind most of what people were talking about at Groupoidfest. In the context of operator algebras on a Hilbert space, the best studied examples are closed under taking adjoints and include bride named C-star-algebra/C* algebras and any pol von Neumann algebras. They also play an important role in equivariant noncommutative algebraic geometry; cf. The idea to characterize a (noncommutative) space by a C-star algebra. C-star-algebras book download Jacques Dixmier Download C-star-algebras Banach spaces ebook downloads: C-star-algebras. If an involution is given as well, we obtain B-star-algebras and C-star-algebras. 206-Banach Algebra Techniques in Operator Theory -Douglas.pdf 8.94 MB 208- C-star - algebras by example-Davidson.djvu 2.85 MB 214-A Comprehensive Introduction to Differential Geometry 3e Vol.