| Presenter
| Title
|
|---|
Henning Biermann
New York University (IDR)
| Approximate Boolean Operations for Subdivision Surfaces
|
Konstantinos Drakakis
Princeton University (IDR)
| Statistical Analysis of Internet Data
|
Georgina Flesia
Stanford University (IDR)
| Digital Ridgelet Transform
|
Cliona Golden
Princeton University (IDR)
| An Application of ICA to the Analysis of MRI Data
|
Remi Gribonval, Morten Nielsen
University of South Carolina (IDR)
| Best m-term and Greedy Approximations with Schauder Bases
|
Carrie Grimes
Stanford University (IDR)
| Reproducibility Service Providers: A New System for
Reproducible Research
|
Eitan Grinspun
Caltech (IDR)
| Adaptive Finite Element Computations for Subdivision Surfaces
|
Xiaoming Huo
Georia Tech (IDR)
| A Hierarchy of Algorithms Related with Beamlets
|
Jiashun Jin
Stanford University (IDR)
| Optimal Compression of Besov Space
|
Andrei Khodakovsky
Caltech (IDR)
| Hybrid Meshes
|
Ognyan Kounchev
University of Wisconsin - Madison
(IDR)
| Analyzing Images with Singularities Using Polynomial Wavelets
|
Ofer Levi
Stanford University (IDR)
| The 3D Beamlet Transform and its Applications
|
Nathan Litke
Caltech (IDR)
| Fitting Subdivision Surfaces
|
Kasso Okoudjou
Georgia Tech (non-IDR)
| Gabor Analysis in Amalgam Space
|
Steven Parker
University of Wisconsin - Madison
(IDR)
| Time-frequency Representation with Wavelet Frames
|
Olof Runborg
Princeton University (IDR)
| Application of Wavelet-based Reduction Techniques to
Reaction-Diffusion Systems
|
Narfi Stefansson
University of Wisconsin - Madison
(IDR)
| Sparse Image Representations Using Wavelet Frames
|
Victoria Stodden
Stanford University (IDR)
| Multiplicative Multiresolution Analysis for Lie-group Valued
Data Indexed by a Euclidean Parameter
|
Julia Velikina
University of Wisconsin - Madison
(IDR)
| Transforms with Crossed Product Kernels
|
Eric Weber
Texas A&M University (non-IDR)
| Generalized Multiresolution Analyses, Wavelets and Spectral
Multiplicity
|
Ozgur Yilmaz
Princeton University (IDR)
| Coarse Quantization of Weyl-Heisenberg Frame Expansions
|