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  1. Integral Equations and Operator Theory
  2. Integral Equations and Operator Theory : Volume 54
  3. Integral Equations and Operator Theory : Volume 54, Issue 1, January 2006
  4. Coupling and Relaxed Commutant Lifting
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Integral Equations and Operator Theory : Volume 88
Integral Equations and Operator Theory : Volume 87
Integral Equations and Operator Theory : Volume 86
Integral Equations and Operator Theory : Volume 85
Integral Equations and Operator Theory : Volume 84
Integral Equations and Operator Theory : Volume 83
Integral Equations and Operator Theory : Volume 82
Integral Equations and Operator Theory : Volume 81
Integral Equations and Operator Theory : Volume 80
Integral Equations and Operator Theory : Volume 79
Integral Equations and Operator Theory : Volume 78
Integral Equations and Operator Theory : Volume 77
Integral Equations and Operator Theory : Volume 76
Integral Equations and Operator Theory : Volume 75
Integral Equations and Operator Theory : Volume 74
Integral Equations and Operator Theory : Volume 73
Integral Equations and Operator Theory : Volume 72
Integral Equations and Operator Theory : Volume 71
Integral Equations and Operator Theory : Volume 70
Integral Equations and Operator Theory : Volume 69
Integral Equations and Operator Theory : Volume 68
Integral Equations and Operator Theory : Volume 67
Integral Equations and Operator Theory : Volume 66
Integral Equations and Operator Theory : Volume 65
Integral Equations and Operator Theory : Volume 64
Integral Equations and Operator Theory : Volume 63
Integral Equations and Operator Theory : Volume 62
Integral Equations and Operator Theory : Volume 61
Integral Equations and Operator Theory : Volume 60
Integral Equations and Operator Theory : Volume 59
Integral Equations and Operator Theory : Volume 58
Integral Equations and Operator Theory : Volume 57
Integral Equations and Operator Theory : Volume 56
Integral Equations and Operator Theory : Volume 55
Integral Equations and Operator Theory : Volume 54
Integral Equations and Operator Theory : Volume 54, Issue 4, April 2006
Integral Equations and Operator Theory : Volume 54, Issue 3, March 2006
Integral Equations and Operator Theory : Volume 54, Issue 2, February 2006
Integral Equations and Operator Theory : Volume 54, Issue 1, January 2006
Local Spectral Theory of Linear Operators RS and SR
Algebraic Order Bounded Disjointness Preserving Operators and Strongly Diagonal Operators
Coupling and Relaxed Commutant Lifting
Applications of the Discrete Weiss Conjecture in Operator Theory
The K-Theory of C*-Algebras with Finite Dimensional Irreducible Representations
The Relaxed Intertwining Lifting in the Coupling Approach
Exponential Dichotomy on the Real Line and Admissibility of Function Spaces
On a Class of Operators of Finite Type
Integral Equations and Operator Theory : Volume 53
Integral Equations and Operator Theory : Volume 52
Integral Equations and Operator Theory : Volume 51
Integral Equations and Operator Theory : Volume 50
Integral Equations and Operator Theory : Volume 49
Integral Equations and Operator Theory : Volume 48
Integral Equations and Operator Theory : Volume 47
Integral Equations and Operator Theory : Volume 46
Integral Equations and Operator Theory : Volume 45
Integral Equations and Operator Theory : Volume 44
Integral Equations and Operator Theory : Volume 43
Integral Equations and Operator Theory : Volume 42
Integral Equations and Operator Theory : Volume 41
Integral Equations and Operator Theory : Volume 40
Integral Equations and Operator Theory : Volume 39
Integral Equations and Operator Theory : Volume 38
Integral Equations and Operator Theory : Volume 37
Integral Equations and Operator Theory : Volume 36
Integral Equations and Operator Theory : Volume 35
Integral Equations and Operator Theory : Volume 34
Integral Equations and Operator Theory : Volume 33
Integral Equations and Operator Theory : Volume 32
Integral Equations and Operator Theory : Volume 31
Integral Equations and Operator Theory : Volume 30
Integral Equations and Operator Theory : Volume 29
Integral Equations and Operator Theory : Volume 28
Integral Equations and Operator Theory : Volume 27

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Coupling and Relaxed Commutant Lifting

Content Provider SpringerLink
Author Frazho, A. E. Kaashoek, M. A. Horst, S. ter
Copyright Year 2006
Abstract A Redheffer type description of the set of all contractive solutions to the relaxed commutant lifting problem is given. The description involves a set of Schur class functions which is obtained by combining the method of isometric coupling with results on isometric realizations. For a number of special cases, including the case of the classical commutant lifting theorem, the description yields a proper parameterization of the set of all contractive solutions, but examples show that, in general, the Schur class function determining the contractive lifting does not have to be unique. Also some sufficient conditions are given guaranteeing that the corresponding relaxed commutant lifting problem has only one solution.
Ending Page 67
Page Count 35
Starting Page 33
File Format PDF
ISSN 0378620X
e-ISSN 14208989
Journal Integral Equations and Operator Theory
Issue Number 1
Volume Number 54
Language English
Publisher Birkhäuser-Verlag
Publisher Date 2005-10-01
Publisher Place Basel
Access Restriction One Nation One Subscription (ONOS)
Subject Keyword isometric coupling Commutant lifting Operator methods in interpolation, moment and extension problems Analysis parameterization Dilations, extensions, compressions isometric realization Operator colligations (= nodes), vessels, linear systems, characteristic functions, realizations, etc.
Content Type Text
Resource Type Article
Subject Algebra and Number Theory Analysis
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