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Contributions to Functional Analysis

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Table of Contents

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    Book Overview
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    Chapter 1 Time Dependent Evolution Equations in a Locally Convex Space
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    Chapter 2 On a Map from a Function Space to a Hyperspace
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    Chapter 3 Invariant Metrics
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    Chapter 4 Über den Index abgeschlossener Operatoren in Banachräumen II
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    Chapter 5 Complementary Inequalities III: Inequalities Complementary to Schwarz’s Inequality in Hilbert Space
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    Chapter 6 Von Klassen konvexer Körper erzeugte Hilberträume
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    Chapter 7 Kommutative symmetrische Operatorenalgebren in Pontryaginschen Räumen Π k
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    Chapter 8 Invariante positiv definite Klassenfunktionen und ergodische Maße
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    Chapter 9 Integration und holomorphe Funktionen in lokalbeschränkten Räumen
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    Chapter 10 Eine Mandelbrojtsche Formel zur Bestimmung von Punkten aus dem Spektrum eines beschränkten Operators
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    Chapter 11 Quasi-interior Points and the Extension of Linear Functionals
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    Chapter 12 Eindeutige Hahn-Banach-Erweiterungen
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    Chapter 13 Équations hyperboliques non-strictes: contre-exemples, du type De Giorgi, aux théorèmes d’existence et d’unicité
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    Chapter 14 Ratios of Laplace Transforms, Mikusiński Operational Calculus
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    Chapter 15 Heredity of Tensor Products of Topological Algebras
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    Chapter 16 Wave Operators and Similarity for Some Non-selfadjoint Operators
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    Chapter 17 Nonlinear Operators in Banach Spaces
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    Chapter 18 Über die Einbettung der nuklearen Räume in ( s ) A
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    Chapter 19 Über das Randspektrum positiver Operatoren
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    Chapter 20 A Spectral Theory for Certain Operators on a Direct Sum of Hilbert Spaces
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    Chapter 21 Variations on a Theme by Mikhlin
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    Chapter 22 Some Examples of Normed Köthe Spaces
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    Chapter 23 On a Generalization of the Köthe Coordinated Spaces
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    Chapter 24 A Representation Theorem for Positive Functionals on Involution Algebras
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Title
Contributions to Functional Analysis
Published by
Springer Berlin Heidelberg, November 2013
DOI 10.1007/978-3-642-85997-7
ISBNs
978-3-64-285999-1, 978-3-64-285997-7
Authors

Heuser, Harro, Fullerton, R. E., Braunschweiger, C. C., Poulsen, Ebbe Thue, Leray, Jean, Krabbe, Gregers, Mallios, Anastasios, Kato, Tosio, Browder, Felix E., Kōmura, Takako, Kōmura, Yukio, Schaefer, Helmut H., Yosida, Kosaku, Dunford, Nelson, Nieto, Joseph, Luxemburg, W. A. J., Zaanen, A. C., Cooper, J. L. B., Bucy, R. S., Maltese, G., Dieudonné, Jean, Garnir, H. G., König, Heinz, Taylor, Angus E., Landsberg, Max, Riedrich, Thomas, Michael, E., Martineau, A., Kelley, J. L., Pták, Vlastimil, Koshi, Shozo, Leptin, Horst, Reiter, H., Waelbroeck, L., Aronszajn, N., Szeptycki, P., Arens, Richard, Bessaga, Czeslaw, Klee, Victor, Nakano, Hidegoro, Wloka, Joseph, Fan, Ky, Berens, Hubert, Butzer, P. L., Cordes, H. O., Hildebrandt, Stefan, Neubauer, Gerhard, Diaz, J. B., Metcalf, F. T., Ewald, Günter, Naǐmark, M. A., Thoma, Elmar, Gramsch, Bernhard

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Readers by discipline Count As %
Mathematics 1 100%