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Tensor products of C-star-algebras and operator spaces by Pisier G is a nonfiction available to read on EtoBox.

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Introduction page......Page 12 1.1 Completely bounded maps on operator spaces......Page 22 1.2 Extension property of B(H)......Page 29 1.3 Completely positive maps......Page 34 1.4 Normal c.p. maps on von Neumann algebras......Page 41 1.5 Injective operator algebras......Page 42 1.6 Factorization of completely bounded (c.b.) maps......Page 44 1.7 Normal c.b. maps on von Neumann algebras......Page 48 1.8 Notes and remarks......Page 50 2.1 Rows and columns: operator Cauchy–Schwarz inequality......Page 52 2.2 Automatic complete boundedness......Page 54 2.3 Complex conjugation......Page 55 2.4 Operator space dual......Page 59 2.5 Bi-infinite matrices with operator entries......Page 61 2.6 Free products of C*-algebras......Page 64 2.7 Universal C*-algebra of an operator space......Page 68 2.8 Completely positive perturbations of completely bounded maps......Page 69 2.9 Notes and remarks......Page 72 3.1 Full (=Maximal) group C*-algebras......Page 74 3.2 Full C*-algebras for free groups......Page 77 3.3 Reduced group C*-algebras: Fell’s absorption principle......Page 82 3.4 Multipliers......Page 84 3.5 Group von Neumann Algebra......Page 88 3.6 Amenable groups......Page 89 3.7 Operator s

Who reads Tensor products of C-star-algebras and operator spaces?

Author

Pisier G

Publisher

Cambridge University Press (Virtual Publishing)

Published

2020

Language

EN

ISBN

9781108479011

Category

nonfiction

Subjects

Mathematics, Stem