| Description |
1 online resource (xii, 300 pages) : illustrations |
| Series |
Cambridge studies in advanced mathematics ; 78 |
|
Cambridge studies in advanced mathematics ; 78.
|
| Contents |
Cover; Half-title; Series-title; Title; Copyright; Dedication; Contents; Preface; Chapter 1 Introduction; Chapter 2 Positive Maps; Chapter 3 Completely Positive Maps; Chapter 4 Dilation Theorems; Chapter 5 Commuting Contractions on Hilbert Space; Chapter 6 Completely Positive Maps into M; Chapter 7 Arveson's Extension Theorems; Chapter 8 Completely Bounded Maps; Chapter 9 Completely Bounded Homomorphisms; Chapter 10 Polynomially Bounded and Power-Bounded Operators; Chapter 11 Applications to K-Spectral Sets; Chapter 12 Tensor Products and Joint Spectral Sets |
| Summary |
This is a self-contained introduction to the principal results and ideas in the theories of completely positive maps, completely bounded maps, dilation theory, operator spaces and operator algebras, plus some of their main applications. An indispensable introduction to the theory of operator spaces for graduate students and experts alike |
| Bibliography |
Includes bibliographical references (pages 285-295) and index |
| Notes |
English |
|
Print version record |
| Subject |
Operator algebras.
|
|
Dilation theory (Operator theory)
|
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Mappings (Mathematics)
|
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MATHEMATICS -- Algebra -- Linear.
|
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Dilation theory (Operator theory)
|
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Mappings (Mathematics)
|
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Operator algebras
|
|
Abbildung Mathematik
|
|
Dilatation
|
|
Operatoralgebra
|
| Form |
Electronic book
|
| ISBN |
051106103X |
|
9780511061035 |
|
9780511546631 |
|
0511546637 |
|
0521816696 |
|
9780521816694 |
|
1107134536 |
|
9781107134539 |
|
1280420081 |
|
9781280420085 |
|
9786610420087 |
|
6610420084 |
|
1139148397 |
|
9781139148399 |
|
0511169604 |
|
9780511169601 |
|
0511302738 |
|
9780511302732 |
|
