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   -> Volume 6, Issue 12


Book: Gabor Analysis and Applications
 
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Thomas Strohmer (strohmer@stat.stanford.edu)
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PostPosted: Sat Nov 29, 1997 10:53 pm    
Subject: Book: Gabor Analysis and Applications
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#3 Book: Gabor Analysis and Applications

Announcement of New Book

GABOR ANALYSIS AND ALGORITHMS
Theory and Applications

Edited by H.G. Feichtinger and T. Strohmer
ISBN 0-8176-3959-4 * 1997 * $64.95 * Hardcover * 500 pages *
available from Birkaeuser - Boston, http://www.birkhauser.com

The field's leading international experts have come together to
give a detailed survey of the theory of Gabor analysis, a method
of time-frequency analysis and its applications in signal and
image processing. This book is a collection of surveys
thematically organized, showing the connections and interactions
between theory, numerical algorithms, and applications. It gives
an overview of the different branches of Gabor analysis, and
contains many original results which are published for the first
time.

The book provides an introduction to mathematicians and engineers
who want to learn about the different approaches and aspects of
Gabor analysis or want to apply Gabor-based techniques to tasks in
signal and image processing. It is an especially useful reference
for research specialists in harmonic analysis, applied
mathematics, numerical analysis, engineering, signal and image
processing, optics, and pattern recognition.

Contents:

Foreword/Ingrid Daubechies
Introduction/H.G. Feichtinger & T. Strohmer
1. The duality condition for Weyl-Heisenberg frames /A.J.E.M. Janssen
2. Gabor systems and the Balian-Low Theorem/J.J. Benedetto,
C. Heil & D.F. Walnut
3. A Banach space of test functions for Gabor analysis/
H.G. Feichtinger & G. Zimmermann
4. Pseudodifferential operators, Gabor frames, and local
trigonometric bases/ R. Rochberg & K. Tachizawa
5. Perturbation of frames and applications to Gabor frames/O.Christensen
6. Aspects of Gabor analysis on locally compact abelian groups/
K. Groechenig
7. Quantization of TF lattice-invariant operators on elementary
LCA groups/H.G. Feichtinger & W. Kozek
8. Numerical algorithms for discrete Gabor expansions/T.Strohmer
9. Oversampled modulated filter banks/ H. Boelcskei & F. Hlawatsch
10. Adaptation of Weyl-Heisenberg frames to underspread
environments/W.Kozek
11. Gabor representation and signal detection/ A. Zeira &
B. Friedlander
12. Multi-window Gabor schemes in signal and image
representations/Y.Y. Zeevi, M. Zibulski & M. Porat
13. Gabor kernels for affine-invariant object recognition/
J. Ben-Arie & Z. Wang
14. Gabor's signal expansion in optics/M.J. Bastiaans

Extensive Bibliography

Email: fei@tyche.mat.univie.ac.at
strohmer@tyche.mat.univie.ac.at
All times are GMT + 1 Hour
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