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Operator Theory and Interpolation : International Workshop on Operator Theory and Applications, IWOTA 96
Overview of attention for book
Table of Contents
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Book Overview
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Chapter 1
Classical Nevanlinna-Pick Interpolation with Real Interpolation Points
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Chapter 2
The Abstract Interpolation Problem and Commutant Lifting: A Coordinate-free Approach
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Chapter 3
On Classes of Realizable Operator-valued R -functions
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Chapter 4
Submodules of L 2 ( $$ \mathbb{T} $$ N )
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Chapter 5
Kolmogorov Decompositions and the Realization of Time Dependent Systems
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Chapter 6
Hankel Forms and Operators in Hardy Spaces with Two Szegö Weights
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Chapter 7
The Structured Norm of a Hilbert Space Operator with respect to a Given Algebra of Operators
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Chapter 8
Order Preserving Operator Function via Furuta Inequality “ A ≥ B ≥ 0 Ensures for $$ \left( {A^{\frac{r} {2}} A^P A^{\frac{r} {2}} } \right)^{\frac{{1 + r}} {{p + r}}} \geqslant \left( {A^{\frac{r} {2}} B^p A^{\frac{r} {2}} } \right)^{\frac{{1 + r}} {{p + r}}} $$ for p ≥1 and r ≥0”
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Chapter 9
On a Nonlinear Causal Commutant Lifting Theorem
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Chapter 10
Parametrization of Solutions of the Nehari Problem and Nonorthogonal Dynamics
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Chapter 11
On Zeros of Defining Functions for some Hilbert Spaces of Polynomials
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Chapter 12
One or Two Parameter Algebraic Scattering Systems and the Commutant Lifting Theorem
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Chapter 13
On Interpolation Problems in the Complex Right Half Plane
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Chapter 14
Maximum Entropy Truncable Positive Definite Sequences of Analytic Toeplitz Operators
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Chapter 15
Subdecomposable Operators and Rationally Invariant Subspaces
Overall attention for this book and its chapters
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Mentioned by
syllabi
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Book overview
1. Classical Nevanlinna-Pick Interpolation with Real Interpolation Points
2. The Abstract Interpolation Problem and Commutant Lifting: A Coordinate-free Approach
3. On Classes of Realizable Operator-valued R -functions
4. Submodules of L 2 ( $$ \mathbb{T} $$ N )
5. Kolmogorov Decompositions and the Realization of Time Dependent Systems
6. Hankel Forms and Operators in Hardy Spaces with Two Szegö Weights
7. The Structured Norm of a Hilbert Space Operator with respect to a Given Algebra of Operators
8. Order Preserving Operator Function via Furuta Inequality “ A ≥ B ≥ 0 Ensures for $$ \left( {A^{\frac{r} {2}} A^P A^{\frac{r} {2}} } \right)^{\frac{{1 + r}} {{p + r}}} \geqslant \left( {A^{\frac{r} {2}} B^p A^{\frac{r} {2}} } \right)^{\frac{{1 + r}} {{p + r}}} $$ for p ≥1 and r ≥0”
9. On a Nonlinear Causal Commutant Lifting Theorem
10. Parametrization of Solutions of the Nehari Problem and Nonorthogonal Dynamics
11. On Zeros of Defining Functions for some Hilbert Spaces of Polynomials
12. One or Two Parameter Algebraic Scattering Systems and the Commutant Lifting Theorem
13. On Interpolation Problems in the Complex Right Half Plane
14. Maximum Entropy Truncable Positive Definite Sequences of Analytic Toeplitz Operators
15. Subdecomposable Operators and Rationally Invariant Subspaces
Summary
Syllabi
This data is correct as of December 2015 - for more up to date information, please visit
https://opensyllabus.org/
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Institution
Syllabi count
Course subject areas covered
Georg-August Universität Göttingen
1
Performing Arts