Balan R., Begue M., Benedetto J.J., Czaja W., Okoudjou K.A. (Eds.) Excursions in Harmonic Analysis. Volume 3: The February Fourier Talks at the Norbert Wiener Center

Springer International Publishing, Switzerland, 2015. — 344 p. — (Applied and Numerical Harmonic Analysis) — ISBN: 978-3-319-13229-7.The FFT were initiated in 2002 and 2003 as small meetings on harmonic analysis and applications, held at the University of Maryland, College Park. There were no FFTs in 2004 and 2005. The NorbertWiener Center (NWC) for Harmonic Analysis and Applications was founded in 2004 in the Department of Mathematics at the university, and, since 2006, the FFT has been organized by the NWC. The FFT has developed into a major annual conference that brings together applied and pure harmonic analysts along with scientists and engineers from universities, industry, and government for an intense and enriching 2-day meeting.
The goals of the FFT are the following:
-To offer a forum for applied and pure harmonic analysts to present their latest cutting-edge research to scientists working not only in the academic community but also in industry and government agencies;
-To give harmonic analysts the opportunity to hear from government and industry scientists about the latest problems in need of mathematical formulation and solution;
-To provide government and industry scientists with exposure to the latest research in harmonic analysis;
-To introduce young mathematicians and scientists to applied and pure harmonic analysis;
-To build bridges between pure harmonic analysis and applications thereof.
The Structure of the Volumes
Volume 1
Sampling Theory
Remote Sensing
Mathematics of Data Processing
Applications of Data Processing
Volume 2
Measure Theory
Filtering
Operator Theory
Biomathematics
Volume 3
Special Topics in Harmonic Analysis
Applications and Algorithms in the Physical Sciences
Gabor Theory
RADAR and Communications: Design, Theory, and Applications
Volume 4
Theoretical Harmonic Analysis
Sparsity
Signal Processing and Sampling
Spectral Analysis and Correlation