The NuHAG Gabor Server
The Gabor Server is a private initiative inspired by the success
of Wim Sweldens Wavelet
Digest, but not competing with it. It is supposed to be an informal
platform for the exchange of ideas related to Gabor analysis, Weyl-Heisenberg
frames and their applications. In addition, it wants to be a central node
in the WWW for those seeking information in these areas.
We invite colleagues active in the field to contribute information about
their work and how to access it, to be included in one of the following
areas:
-
Scientist working in Gabor Analysis
(Gabor
People) NEW !!
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Introductory material to Gabor analysis:
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The Gabor Archive is a place to collect publications and abstracts
resp., concerning Gabor analysis and Weyl-Heisenberg frames. Authors
are encouraged to contribute preprints and publications. The Gabor
Archive contains only the abstracts, and optionally links to internet
sites
where the papers can be retrived. In exceptional cases we are willing to
store it at the Gabor Archive website.
-
The Gabor Digest: If there is sufficient interest, we want to set
up a mailing list. Mailings would be probably quarterly, they contain information
about recent contributions in theory of Gabor analysis and its applications
in signal and image processing, pattern recognition, vision, time-frequency
analysis etc. Further, the Gabor Digest provides up-to-date information
about upcoming conferences, questions, publications, software and
algorithms. Please
inform us if you are interested in this project by sending an
E-mail
with subject "Gabor Digest".
-
The Gabor Problem Corner: Here we would like to collect research
problem in the field of Gabor Analysis, contributed by colleagues
or NuHAG itself. The purpose of this corner is to help (especially students
and newcomers to the field) to identify interesting research topics
quickly, and to further exchange of information within the community at
the prepublication level. Not was has been achieved (published) is the
topic of this section, but what is aimed at, what might become interesting
new directions, what has been overlooked, etc.. The following informations
should become available this way:
-
problems stated in the (book) literature, meanwhile (partially) solved
(with hints to the preprints, authors or publication site)
-
new open problems (with information on the provider, and the date of the
last update)
-
general directions of research (survey type statements, with bibliographic
information)
Please inform us if you are interested in this project by sending
an E-mail
with subject "Gabor Problem Corner".
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Gabor related Journals:
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JFAA
(The Journal of
Fourier Analysis and Applications)
-
ACHA
(Applied and Computational Harmonic Analysis)
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Gabor related Books:
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Advances
in Gabor Analysis
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Gabor
Analysis and Algorithms: Theory
and Applications
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K.Gröchenig:
Foundations of Time-Frequency Analysis
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R.Carmona, W.-L.Hwang, B.Torresani:
Practical Time-Frequency Analysis. Academic Press 1998,
ISBN 0-12-160170-6
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P.Flandrin:
Temps-Fréquence. Editions Hermes 1998, ISBN 2-86601-700-5
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P.Flandrin:
Time-Frequency/Time-Scale Analysis.
Academic Press 1999, ISBN 0-12-259670-9
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F. Hlawatsch:
Time-Frequency Analysis and Synthesis of Linear Signal Spaces: Time-Frequency Filters, Signal
Detection and Estimation, and Range-Doppler Estimation. Kluwer, 1998,
ISBN 0-7923-8131-9
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A.Teolis:
Computational Signal Processing with wavelets.
Birkhäuser 1998
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R.Tolimieri, M.An:
Time-frequency
representations.
Birkhäuser 1998
-
B.Torresani:
Analyse
continue par ondelettes.
EDP Sciences 1995
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NuHAG Demos and Tutorials, and other Gabor related
software: In this section we would like to collect
information on mathematical software related to time-frequency analysis
and Gabor expansions.
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Gabor Workshop 2004,
Vienna, 10th-12th May 2004 (link opens in new window)
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Gabor Workshop 2001, Vienna, 3rd-8th Dec. 2001
(link opens in new window)
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Gabor Centenary
Workshop (Vienna, May
29th-31st, 2000)
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Links
This page was created by Peter Prinz, Hans
G. Feichtinger and Josef Mattes of the Numerical Harmonic Analysis
Group
NuHAG at the Department
of Mathematics at the University
of Vienna. Suggestions and comments are very welcome, so do not hesitate
to E-mail us.
In case of technical problems at our site please contact mattes@mat.univie.ac.at.
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Page.