|T.H. Koornwinder (firstname.lastname@example.org)
|Posted: Mon Dec 02, 2002 12:45 pm
Subject: Book: Wavelets: An Elementary Treatment of Theory and Applications
|Book: Wavelets: An Elementary Treatment of Theory and Applications
WAVELETS: AN ELEMENTARY TREATMENT OF THEORY AND APPLICATIONS
edited by T.H. Koornwinder (University of Amsterdam),
Vol.1 in: Series in Approximations & Decompositions
(C.K. Chui, series editor),
World Scientific, 1993.
240pp., ISBN 981-02-1388-3, Price: US$48
The emphasis in this volume, based on an intensive course on Wavelets given at
CWI, Amsterdam, is on the affine case.
The first part presents a concise introduction of the underlying theory to
the uninitiated reader.
The second part gives applications in various areas. Some of the contributions
here are a fresh exposition of earlier work by others, while other papers
contain new results by the authors. The areas are so diverse as
seismic processing, quadrature formulae, and wavelet bases adapted to
N.M. Temme, "Wavelets: first steps"
P.W. Hemker, T.H. Koornwinder & N.M. Temme, "Wavelets: mathematical
T.H. Koornwinder, "The continuous wavelet transform"
H.J.A.M. Heijmans, "Discrete wavelets and multiresolution analysis"
P. Nacken, "Image compression using wavelets"
A.B. Olde Daalhuis, "Computing with Daubechies' wavelets"
P.W. Hemker & F. Plantevin, "Wavelet bases adapted to inhomogeneous cases"
E.H. Dooijes, "Conjugate quadrature filters for multiresolution analysis and
W. Sweldens & R. Piessens, "Calculation of the wavelet decomposition using
T.H. Koornwinder, "Fast wavelet transforms and Calderon-Zygmund operators"
J.A.H. Alkemade, "The finite wavelet transform with an applicatiom to seismic
M. Hazewinkel, "Wavelets understand fractals"