Location: MATH 3206
Time: 2:00 PM
Day: Tuesday
Organizers:
Alex Cloninger alex(a)math(.)umd(.)edu
Rongrong Wang rongwang(a)math(.)umd(.)edu
Related Seminars:
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The Norbert Wiener Center Seminar
UPCOMING TALKS
Time: May 7
Title: Gabor Analysis: Foundations and Recent Progress
Speaker: Hans Feichtinger (University of Vienna)
Although the theoretical foundations of Gabor analysis have been established more or less by the end of the last century there is still a lot to be done in Gabor analysis, and various important questions have been settled in the meantime. It is clear that the Banach Gelfand Trip consisting of the Segal Algebra (So,L2,So')(G) is the most approprate setting for many questions in time-frequency analysis.
We will walk a panorama, from the classical setting, the basic facts derived from the specific properties of the Schroedinger representation of the Heisenberg group (resp. phase space) to recent results concernig the robustness of Gabor expansions, the properties of Gabor multipliers, the computation of approximate duals, or the localization of dual Gabor families derived from the Wiener property of certain Banach algebras of infinite matrices.
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September 4: |
Group Meeting |
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September 11: |
Brendan Farrell |
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September 18: |
Xuemei Chen |
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September 25: |
Bryant Angelos |
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October 2: |
Matthew Hirn |
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October 9: |
Glenn Easley |
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October 16: |
Howard Cohl |
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October 30: |
Clare Wickman |
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November 6: |
Jameson Cahill |
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November 20: |
Julia Dobrosotskaya |
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November 27: |
Nate Strawn |
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December 4: |
Youngmi Hur |
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December 11: |
Jens Christensen |
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January 29: |
Aliaksei Sandryhaila |
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February 5: |
Demetrio Labate |
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February 19: |
Roza Aceska |
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February 26: |
Li Chen |
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March 5: |
Daniel Sussman |
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March 12: |
Yen Do |
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March 26: |
Yuan Liao |
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April 2: |
Yi Wang (Joint Seminar) |
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April 9: |
Bryant Angelos |
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April 9: |
Mark Lai (4pm) |
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April 16: |
David Walnut |
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April 30: |
Radu Balan |
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May 7: |
Hans Feichtinger |
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Previous Year's Abstracts
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