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Topics in Modern Operator Theory

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Cover of 'Topics in Modern Operator Theory'

Table of Contents

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    Book Overview
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    Chapter 1 On Closed Operator Algebras Generated by Analytic Functional Calculi
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    Chapter 2 A Conjecture Concerning the Pure States of B(H) and a Related Theorem
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    Chapter 3 A C*-Algebra Approach to the Cowen-Douglas Theory
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    Chapter 4 On Periodic Distribution Groups
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    Chapter 5 On the Smoothness of Elements of Ext
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    Chapter 6 Triviality Theorems for Hilbert Modules
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    Chapter 7 Exact Controllability and Spectrum Assignment
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    Chapter 8 Generalized Derivations
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    Chapter 9 Commutants Modulo the Compact Operators of Certain CSL Algebras
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    Chapter 10 Similarity of Operator Blocks and Canonical Forms. II. Infinite Dimensional Case and Wiener-Hopf Factorization
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    Chapter 11 Unitary Orbits of Power Partial Isometries and Approximation by Block-Diagonal Nilpotents
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    Chapter 12 Isomorphisms of Automorphism Groups of Type II Factors
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    Chapter 13 A Spectral Residuum for Each Closed Operator
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    Chapter 14 Two Applications of Hankel Operators
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    Chapter 15 A Rohlin Type Theorem for Groups Acting on von Neumann Algebras
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    Chapter 16 Derivations of C*-Algebras which Are Invariant Under an Automorphism Group
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    Chapter 17 Remarks on Ideals of the Calkin-Algebra for Certain Singular Extensions
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    Chapter 18 Modelling by L 2 -Bounded Analytic Functions
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    Chapter 19 The Maximal Function of Doubly Commuting Contractions
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    Chapter 20 Remarks on Hilbert-Schmidt Perturbations of Almost — Normal Operators
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    Chapter 21 Derivation Ranges: Open Problems
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Title
Topics in Modern Operator Theory
Published by
Birkhäuser Basel, November 2013
DOI 10.1007/978-3-0348-5456-6
ISBNs
978-3-76-431244-2, 978-3-03-485456-6
Editors

Apostol, C., Douglas, R. G., Nagy, B. Sz.-, Voiculescu, D., Arsene, Gr.