Wavelets and Applications: Proceedings of the International Conference Marseille, France, May 1989

Wavelets and Applications: Proceedings of the International Conference Marseille, France, May 1989

by Yves Meyer
     
 

ISBN-10: 0387545166

ISBN-13: 9780387545165

Pub. Date: 03/01/1992

Publisher: Springer-Verlag New York, LLC

This book is a companion to the first one published by
Springer IPTI, on "Wavelets, time frequency methods and phase space". Both books give careful descriptions of the applications of wavelets to relevant problems in scienceand technology. The special flavour of the book is this interaction between conceptual advances ("the wavelet saga"
and practial

Overview

This book is a companion to the first one published by
Springer IPTI, on "Wavelets, time frequency methods and phase space". Both books give careful descriptions of the applications of wavelets to relevant problems in scienceand technology. The special flavour of the book is this interaction between conceptual advances ("the wavelet saga"
and practial applications (e.g. "monitoring of nuclear plants"). All the speakers who were invited to participate to the conference were truly experts in their respective fields.

Product Details

ISBN-13:
9780387545165
Publisher:
Springer-Verlag New York, LLC
Publication date:
03/01/1992
Series:
Recherches en Mathematiques Appliquees Ser.
Pages:
450

Table of Contents

From the Contents: B. Escudié, B. Torrésani: Wavelet analysis of asymptotic signals (I: Ridge and skeleton of the transform, II: A tentative model for bat sonar receiver).- P. Flandrin, B. Vidalie, O. Rioul: Fourier and wavelet spectrograms seen as smoothed Wigner-Ville distributions.- O. Bertrand, J. Bohorquez, J. Pernier: A reversible discrete transform. Application to the filtering of transient electrical brain signals.- D. Garreau: Improving the monitoring of nuclear power plants with the wavelet transform.- E. Slezak, A. Bijaoui, G. Mars: Structures identification from galaxy counts-use of the wavelet transform.- S. Mallat, S. Zhong: Wavelet maxima representations.- M. Basseville, A. Benvenist, A.S. Willsky: Multiscale statistical signal processing.- G. Beylkin, R. Coifman, V. Rokhlin: Fast wavelet transforms and fast algorithms.- I. Daubechies: Orthonormal bases of compactly supported wavelets with more regularity.- I. Daubechies, S. Jaffard, J.L. Journé: A simple Wilson basis with exponential decay, or how to beat the Balian-Low theorem.- S. Jaffard: Pointwise regularity of functions and wavelet coefficients.- J. Liandrat, V. Perrier, P. Tchamitchian: Numerical solutions of the regularized Burgers equation using the wavelet transform.

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