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Proceedings from FFT 19 now available!

February Fourier Talks 2019

Thursday-Friday, February 21-22, 2019

Each year the two-day February Fourier Talks, organized by the Norbert Wiener Center in the Department of Mathematics at the University of Maryland, College Park, feature a diverse array of invited talks in the field of Harmonic Analysis and Applications. A single track of presentations from top academic, industry, and government researchers is scheduled, allowing ample time for interaction with other participants. Full schedule.

2019 Speakers
Piotr Indyk - Norbert Wiener Center Colloquium Speaker (MIT) Abstract
Tomaso Poggio - Norbert Wiener Center Distinguished Lecturer (MIT) Abstract
Judy Green - Keynote Speaker (Marymount University) Abstract
Somantika Datta (University of Idaho) Abstract
Paul Gader (University of Florida) Abstract
Tom Goldstein (University of Maryland, College Park) Abstract
Jerry Kim (MITRE Corporation) Abstract
Boris Mailhé (Siemens Healthineers) Abstract
Hrushikesh Mhaskar (Claremont Graduate University) Abstract
Irina Mitrea (Temple University) Abstract
Dustin Mixon (Ohio State University) Abstract
Jelani Nelson (Harvard University) Abstract
Francisco Pereira (National Institute of Mental Health) Abstract
Songkiat Sumetkijakan (Chulalongkorn University) Abstract
Namrata Vaswani (Iowa State University) Abstract
Jason Yosinski (Uber AI Labs) Abstract

2019 Poster Session

Each year we host a poster session on the first day of the conference. This year the poster session will be held Thursday, February 21, 2019. Young faculty, graduate students and post-docs are especially encouraged to present. There is a limited amount of NSF-sponsored funding available.

FFT 2019 poster contest winners (congrats!):

1st prize: Harlin Lee (Carnegie Mellon University)Vector-Valued Graph Trend Filtering with Non-Convex Penalties
2nd prize: Jacob Denson (University of British Columbia) Fractals Avoiding Fractal Configurations
Sam Ferguson, Nat Sothanaphan (Courant Institute, NYU) Multi-tiling and Tightness of Exponential Riesz Bases in Finite Abelian Groups


Supported by:
Reality Analytics Birkhauser Springer
NSF IEEE Baltimore

In cooperation with



Now in Print!
Excursions in Harmonic Analysis:
The February Fourier Talks at the Norbert Wiener Center

Excursions in Harmonic Analysis, Volume 1 Excursions in Harmonic Analysis, Volume 2
Excursions in Harmonic Analysis, Volume 3 Excursions in Harmonic Analysis, Volume 4
Excursions in Harmonic Analysis, Volume 5