Recent Advances in Operator Theory and Related Topics

Table of Contents

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   Book Overview
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   Chapter 1 Inverse problems associated to a canonical differential system
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   Chapter 2 Construction of Schwarz norms
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   Chapter 3 On the class of extremal extensions of a nonnegative operator
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   Chapter 4 On Livšic—Brodskii Nodes with Strongly Regular J -Inner Characteristic Matrix Functions in the Hardy Class
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   Chapter 5 Scalar perturbations of the Sz.-Nagy—Foias characteristic function
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   Chapter 6 Inequalities for eigenvalues of sums in a von Neumann algebra
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   Chapter 7 Weighted variants of the Three Chains Completion Theorem
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   Chapter 8 Semigroups in finite von Neumann algebras
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    Chapter 9 Singly generated algebras containing a compact operator
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    Chapter 10 Analytic extension of vector valued functions
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    Chapter 11 On quotient modules
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    Chapter 12 On the structure of spherical contractions
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    Chapter 13 Apostol’s bilateral weighted shifts are hyper-reflexive
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    Chapter 14 Wielandt type extensions of the Heinz—Kato—Furuta inequality
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    Chapter 15 Logarithmic order and dual logarithmic order
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    Chapter 16 On the generalized von Neumann inequality
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    Chapter 17 Ultraproducts of C*-algebras
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    Chapter 18 Intertwining extensions and a two-sided corona problem
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    Chapter 19 On self-polar Hilbertian norms on (indefinite) inner product spaces
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    Chapter 20 Schur norms and the multivariate von Neumann inequality
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    Chapter 21 Spectral properties of selfadjoint Jacobi matrices coming from birth and death processes
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    Chapter 22 On the hyperinvariant subspace problem for asymptotically nonvanishing contractions
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    Chapter 23 Unstable dynamics on a Markov background and stability in average
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    Chapter 24 A relation for the spectral shift function of two self-adjoint extensions
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    Chapter 25 Beppo levi and Lebesgue type theorems for bundle convergence in noncommutative L 2 -spaces
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    Chapter 26 *-semigroup endomorphisms of B ( H )
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    Chapter 27 Spectral singularities, Szőkefalvi-Nagy—Foias functional model and the spectral analysis of the Boltzmann operator
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    Chapter 28 Uniqueness of invariant measures for the stochastic Cauchy problem in Banach spaces
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    Chapter 29 The Friedrichs operator of a planar domain. II
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    Chapter 30 Localization of the Wielandt—Wintner Theorem
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    Chapter 31 Order and square roots in hermitian Banach *-algebras
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    Chapter 32 Unitary dilation of several contractions
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    Chapter 33 Inequalities for semibounded operators and their applications to log-hyponormal operators
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    Chapter 34 Operator moment problems in unbounded sets
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    Chapter 35 The argument principle and boundaries of analytic varieties