Description |
1 online resource (v, 194 pages) : illustrations |
Series |
London Mathematical Society lecture note series ; 140 |
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London Mathematical Society lecture note series ; 140.
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Contents |
3. EIGENVALUES OF NUCLEAR OPERATORS ON HILBERT SPACES4. GROTHENDIECK FACTORIZATION; 5. APPLICATIONS; I. Theorem of Cohen-Kwapien [C], [K]; II. Theorem of Lindenstrauss-Pelczynski [LP]; III. Theorem of Morrell -Retherford [MR]; IV. Theorem of Gordon-Lewis-Retherford [GLR]; V. Theorem of Holub [H]; VI. Theorem of Rosenberger [R]; 6. REMARKS; BIBLIOGRAPHY; Particular M-basic sequences in Banach spaces; INTRODUCTION; 1. MIDDLE M-BASES AND QUASI-STRONG M-BASES; 2. BASIC SUBSEQUENCES AND DECOMPOSITION IN A FINITE NUMBER OF MORE REGULAR SUBSEQUENCES; 3. OPEN PROBLEMS; REFERENCES |
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AcknowledgementsOn factorization of operators; REFERENCES; Some properties of Banach spaces Z** /Z; 1. NOTATIONS AND BASIC CONSTRUCTIONS; 2. BANACH SPACES Z**/Z; BIBLIOGRAPHY |
Summary |
This volume, dedicated to Professor A. Plans, concentrates on some important and contemporary themes in Banach space theory. The articles are by leading researchers and cover topics such as sequences, operators, eigenvalues, s-numbers and projection constants, so will be of interest to functional analysts and approximation theorists |
Bibliography |
Includes bibliographical references |
Notes |
Print version record |
Subject |
Banach spaces.
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MATHEMATICS -- Transformations.
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Banach spaces
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Banach-Raum
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Geometrie
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Operator
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Banachruimten.
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Operatortheorie.
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Banach, Espaces de.
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Form |
Electronic book
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Author |
Plans, Antonio
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Martin-Peinador, E
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Rodés, A
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LC no. |
89009784 |
ISBN |
9781107361522 |
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1107361524 |
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0511662300 |
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9780511662300 |
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