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Proceedings of FFT 2013

Here you can find videos of the named lectures along with slides and other materials from all of the lectures.

Keynote Address (Thursday Evening): Mark Stopfer (NIH)
Neural information processing for smell and taste

Norbert Wiener Center Distinguished Lecturer (Thursday Afternoon): Ingrid Daubechies (Duke University)

Norbert Wiener Center Colloquium (Friday Afternoon): Thomas Strohmer (University of California, Davis) (Missing audio from second half of video)
The Phase Problem: A Mathematical Tour from Norbert Wiener to Random Matrices and Convex Optimization 
Click here for slides

 

Slides

Bernhard Bodmann (University of Houston)
Finite Frames for Transmissions

Stephen D. Casey (American University)
Adaptive Signal Processing
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Alexey Castrodad (NGA)
Sparse Modeling for Sensor Fusion with Applications

Matthew Fickus (AFIT)
Group-theoretic constructions of erasure-robust frames
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Keri Kornelson (University of Oklahoma)
Fourier bases on fractals

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Ilya Krishtal (Northern Illinois University)
Dynamical Sampling
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Dianne P. O'Leary (University of Maryland)
Tracking Objects Using Wavelets and Shearlets

Lucretiu Popescu (FDA)
Challenges for the evaluation of diagnostic imaging systems with nonlinear behavior
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Peter Schuck (NIH)
Fredholm Integral Equations in the Analysis of Protein Complexes by Sedimentation Velocity Analytical Ultracentrifugation 

Sherry Scott (Marquette)
Analyzing fluid flows via the ergodicity defect
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Maneesh Singh (Siemens)
Application of Manifolds in Computer Vision: Representation and Recognition of Objects

Qiyu Sun (University of Central Florida)
The abc problem for Gabor systems

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Gaurav Thakur (MITRE)
Synchrosqueezing: The Analysis of Signals with Time-varying Oscillatory Characteristics

Rene Vidal (Johns Hopkins University)
Sparse and Low-Rank Subspace Clustering

 

 

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Norbert Wiener Center
Department of Mathematics
University of Maryland
College Park, MD 20742
Phone: (301) 405-5158
The Norbert Wiener Center is part of the College of Computer, Mathematical, and Natural Sciences.