Recent Advances in Operator Theory in Hilbert and Krein

, by Behrndt, Jussi; Forster, Karl-heinz; Trunk, Carsten

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ISBN: 9783034601795 | 3034601794
Cover: Hardcover
Copyright: 2/1/2010

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The present book is a memorial volume devoted to Peter Jonas. It contains a collection of recent original research papers written by well-known specialists in the field of operator theory in Hilbert and Krein spaces. The papers contain new results for problems close to the area of research of Peter Jonas: Spectral, perturbation and scattering theory for linear operators and the analysis of related classes of functions.

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Preface	p. vii
In Memoriam Peter Jonas (1941-2007)	p. ix
List of Publications of Peter Jonas	p. xiii
Local Scattering Problem and a Solvable Model of Quantum Network	p. 1
Quadratic (Weakly) Hyperbolic Matrix Polynomials: Direct and Inverse Spectral Problems	p. 11
A Theorem on Existence of Invariant Subspaces for J-binoncontractive Operators	p. 41
Moment Problems for Real Measures on the Unit Circle	p. 49
Finite Rank Perturbations, Scattering Matrices and Inverse Problems	p. 61
Conditions for an Indefinite Sturm-Liouville Riesz Basis Property	p. 87
Convergence of Diagonal Padé Approximants for a Class of Definitizable Functions	p. 97
Approximation of Nk?-functions II: Convergence of Models	p. 125
Nonnegative Extensions via Embeddings	p. 171
Fredholm Properties of Unbounded Operators on Interpolation Spaces	p. 185
Domain and Range Descriptions for Adjoint Relations, and Parallel Sums and Differences of Forms	p. 211
The Königs Problem and Extreme Fixed Points	p. 229
Bisectors, Isometries and Connected Components in Hilbert Spaces	p. 239
On Norms in Indefinite Inner Product Spaces	p. 259
Interpolation of Sobolev Spaces and Indefinite Elliptic Spectral Problems	p. 265
On the Spectrum of a Quantum Dot with Impurity in the Lobachevsky Plane	p. 291
Note on Interlacing for Hyperbolic Quadratic Pencils	p. 305
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Recent Advances in Operator Theory in Hilbert and Krein

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Table of Contents

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Recent Advances in Operator Theory in Hilbert and Krein

Summary

Table of Contents

Supplemental Materials

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