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Title: COMPLEX ANALYSIS, HARMONIC ANALYSIS AND APPLICATIONS
By: Robert Deville, J. Esterle, Valeri Petkov
Format: Hardback

List price: £150.00
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ISBN 10: 0582286980
ISBN 13: 9780582286986
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Publisher: TAYLOR & FRANCIS LTD
Series: Chapman & Hall/CRC Research Notes in Mathematics Series No 347
Pages: 280
Description: Focusing on complex analysis, harmonic analysis and applications, this text is part of a series which provides mathematicians and mathematics libraries with surveys of areas undergoing active development, and which reflects the changing distinct areas of pure and applied mathematics.
Synopsis: Multivariable complex analysis and harmonic analysis provide efficient techniques to study many applied mathematical problems. The main objective of a conference held in Bordeaux in June 1995, in honour of Professor Roger Gay, was to connect these mathematical fields with some of their applications. This was also the guideline for the fourteen contributions collected in this volume. Besides presenting new results, each speaker made a substantial effort in order to present an up to date survey of his field of research. All the subjects presented here are very active domains of research: integral geometry (with its relation to X-ray tomography), classical harmonic analysis and orthogonal polynomials, pluricomplex potential theory (with its deep connection with polynomial approximation), complex analytic methods in the theory of partial differentiable operators with constant coefficients (in the spirit of those initiated by Leon Ehrenpreis), Calderon-Zygmund operators and nonlinear operators, oscillatory integrals and resonance, and finally multivariable residue theory in its most recent developments.It is hoped that the reader will find enough insight in the different survey papers presented here to become involved with one of these subjects or to pursue further applications.
Illustrations: black & white illustrations
Publication: UK
Imprint: CRC Press
Returns: Non-returnable
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