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   -> Volume 4, Issue 4

Course: Mathematics and Physics of Wavelets with Applications
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"Jenkins, James W."

PostPosted: Mon Dec 02, 2002 6:07 pm    
Subject: Course: Mathematics and Physics of Wavelets with Applications
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Course: Mathematics and Physics of Wavelets with Applications

Offered by The Applied Technology Institute

The Mathematics and Physics of Wavelets,
with Applications to Remote Sensing

Gerald Kaiser, Mathematical Sciences Department,
University of Massachusetts at Lowell

June 6-8, 1995 in College Park, MD (301) 345 6700

DESCRIPTION: 12 lectures, each 50 minutes,
followed by 10 minutes for questions. The instructor
will also be available for extended discussions. A mix
of university, goverment and industry participants are expected.

1. Continuous time-frequency analysis

2. Continuous time-scale (wavelet) analysis

3. Time-frequency sampling theorems
(Discrete windowed Fourier transforms)

4. Time-scale sampling theorems
(Discrete wavelet transforms)

5. Multiresolution analysis and subband filtering

6. Daubechies' wavelet bases

7. Radar and sonar wideband ambiguity functions:
A canonical application of time-scale analysis

8. Radar and sonar narrowband ambiguity functions:
A canonical application of time-frequency analysis

9. Physical (acoustic and electromagnetic) wavelets:
Localized solutions of wave and Maxwell equations

10. The scattering of physical wavelets,
based on conformal translformations

11. Emission and reception of physical wavelets:
A variational approach to remote sensing

12. Other applications.

Participants will be given a set of lecture notes
and a copy of the instructor's recent book
"A Friendly Guide to Wavelets" (Birkhauser, 1994).

To register or to receive a full course catalog
phone the Applied Technology Institute at
(410) 531-6034 or Fax (410) 531-1013.
Enrollment is limited.

For more information about the course content,
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