Functional analysis & transforms books

Der Neuheitsgrad der Arbeit liegt in der Definition dieser Normpraxis in den einzelnen Fachgruppen, der Methodik...  Read More >>

Examines developments in non-linear analysis, emphasizing accretive and monotone operator theory. This book presents...  Read More >>

This is an introduction to the theory of the entire and meromorphic functions. The text provides a treatment of...  Read More >>

Included are such topics as the principles of Banach and Hilbert spaces, the theory of multinormed and uniform spaces,...  Read More >>

This book covers the basic elements of difference equations and the tools of difference and sum calculus necessary...  Read More >>

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This book covers the Hilbert transform of distribution and the space of periodic distributions with period. It includes...  Read More >>

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This work deals with the theory and some applications of integral transforms that involve integration with respect...  Read More >>

The theory of vector lattices, stemming from the mid-thirties, is now at the stage where its main achievements are...  Read More >>

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This monograph offers an approach to the investigation of a general class of functional equations based on the examination...  Read More >>

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A broad range of topics is covered, such as nonlinear functional analysis, linear operator theory, theory of operator...  Read More >>

This is the last of three volumes which present some of the most important tools of applied mathematics used in...  Read More >>

The considerable interest in pseudodifferential problems on manifolds with non-smooth boundaries makes the precise...  Read More >>

A four-day conference, ""Functional Analysis on the Eve of the Twenty­ First Century,"" was held at Rutgers University,...  Read More >>

A four-day conference, ""Functional Analysis on the Eve of the Twenty­ First Century,"" was held at Rutgers University,...  Read More >>

Over the last decades, the study of nonself-adjoint or nonunitary operators has been mainly based on the method...  Read More >>

Function spaces, especially those spaces that have become known as Sobolev spaces, and their natural extensions,...  Read More >>

This work aims to introduce students to active areas of research in mathematical physics in a rather direct way,...  Read More >>

The idea of extending the notion of degree to non-smooth functions came about as a result of developments in non-linear...  Read More >>

This volume is mainly about three similarity problems arising in three different contexts, namely group representations,...  Read More >>

A four-day conference, ""Functional Analysis on the Eve of the Twenty­ First Century,"" was held at Rutgers University,...  Read More >>