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   -> Volume 7, Issue 2


Book: Wavelets Multiwavelets and Applications
 
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Akram Aldroubi (aldroubi@math.vanderbilt.edu)
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PostPosted: Sat Feb 07, 1998 8:59 pm    
Subject: Book: Wavelets Multiwavelets and Applications
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#2 Book: Wavelets Multiwavelets and Applications

Title: Wavelets Multiwavelets and their Applications

Series: Contemporary Mathematics
Publisher: American Mathematical Society
Editors: Akram Aldroubi and EnBing Lin

Contents:
Part I: Wavelet theory and Applications

Extensions of no-go theorems to many signal systems
Radu Balan

Wavelets in R^n, II
Xingde Dai, David Larson, and Darrin Speegle

An analogue of Cohen's condition for nonuniform multiresolution analyses
Jean-Pierre Gabardo and Zuhair Nashed

Positive estimation with wavelets
Gilbert Walter and Xioping Shen

A class of quasi-orthogonal wavelet bases
Richard Zalik

Paer II. Multiwavelet theory and Applications

Characterization and parametrization of multiwavelet bases
Akram Aldroubi and Manos Papadakis

Nonhomogeneous refinement equations
Thomas Dinsenbacher and Douglas Hardin

Multi-scaling fuction interpolation and approximation
EnBing Lin and Zhenchu Xiao

A note on construction of biorthogonal multi-scaling functions
Vasily Strela

Orthonormal matrix valued wavelets and matrix Karhunen-Loeve expansions
Xiang-Gen Xia

Information:
Publisher: American Mathematical Society
Distributor: American Mathematical Society
Series: Contemporary Mathematics, ISSN: 0271-4132
Volume: 216
Publication Year: 1998
ISBN: 0-8218-0793-5
Paging: 175 pp.
Binding: Softcover
List Price: $49
Institutional Member Price: $39
Individual Member Price: $29
Itemcode: CONM/216
To order: http://www.ams.org/bookstore/howtoord.html

Akram Aldroubi, Associate Professor
Dept.of Math.
Vanderbilt Univ.
Nashville TN, 37209
Tel:US+(615)-322-6656
FAX:US+(615) 343-0215
Web Page: http://atlas.math.vanderbilt.edu/~aldroubi
All times are GMT + 1 Hour
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