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Operator Algebras and Applications

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Cover of 'Operator Algebras and Applications'

Table of Contents

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    Book Overview
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    Chapter 1 C ∗ -Tensor Categories and Subfactors for Totally Disconnected Groups
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    Chapter 2 Decomposable Approximations Revisited
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    Chapter 3 Exotic Crossed Products
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    Chapter 4 On Hong and Szymański’s Description of the Primitive-Ideal Space of a Graph Algebra
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    Chapter 5 Commutator Inequalities via Schur Products
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    Chapter 6 C ∗ -Algebras Associated with Algebraic Actions
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    Chapter 7 A New Look at C ∗ -Simplicity and the Unique Trace Property of a Group
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    Chapter 8 Equilibrium States on Graph Algebras
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    Chapter 9 Semigroup C ∗ -Algebras
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    Chapter 10 Topological Full Groups of Étale Groupoids
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    Chapter 11 Towards a Classification of Compact Quantum Groups of Lie Type
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    Chapter 12 A Homology Theory for Smale Spaces: A Summary
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    Chapter 13 On the Positive Eigenvalues and Eigenvectors of a Non-negative Matrix
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    Chapter 14 Classification of Graph Algebras: A Selective Survey
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    Chapter 15 QDQ vs. UCT
Attention for Chapter 13: On the Positive Eigenvalues and Eigenvectors of a Non-negative Matrix
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