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Bounded integral operators on L�spaces /

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Bibliografiske detaljer
Hovedforfatter:	Halmos, Paul R.
Andre forfattere:	Sunder, V. S.
Format:	Printed Book
Sprog:	English
Udgivet:	Berlin ; New York : Springer-Verlag, 1978.
Serier:	A Series of modern surveys in mathematics ; 96
Fag:	Integral operators. Lp spaces.

Lignende værker

Smooth molecular decompositions of functions and singular integral operators /
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Bounded integral operators on L-spaces
af: Halmos, P R
Udgivet: (1978)

Bounded integral operators on L2 spaces /
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Aspects of the theory of bounded integral operators in L-spaces
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Udgivet: (1971)

An Introduction to measure and Integration
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HJilbert space operators: report
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Real and complex analysis
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Integration in Hilbert space.
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Udgivet: (1974)

Bounded integral operators on L2 spaces /
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Udgivet: (1978)

Bounded integral operators on L2 spaces/
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Hilbert space methods in signal processing
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A study of operator space structures on banach spaces
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Integrals and operators by Irving E Segal and Ray A kunze
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S and L spaces
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Embeddings and extensions in analysis /
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Integral equations
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Introduction to model spaces and their operators /
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Introduction to model spaces and their operators
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Hilbert space problem book
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Integrals and operators
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Integrated-circuit operational amplifiers /
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Radon Integrals: An abstract approach to integration and Riez representation through function cones
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Integration on locally compact spaces
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Fourier integral operators /
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The Feynman integral and Feynman`s operational calculus
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Measure and integration theory on infinite-dimensional spaces; abstract harmonic analysis
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Optimal domain and integral extension of operators : acting in function spaces /
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Udgivet: (2008)

Representations of linear operators between banach spaces
af: Edmunds, David E
Udgivet: (2013)

Hilbert space problem book /
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Hilbert space problem book /
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Singular integral operators
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Udgivet: (1986)

Integrals and operators.-2nd ed.
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History of Banach spaces and linear operators
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Commutation properties of Hilbert space operators, and related topics
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Operators on Hilbert space
af: Sunder, V S.
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