| |Group Photo 2007 von Neumann Symposium on
Sparse Representation and High-Dimensional Geometry
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July 8 12, 2007
The 2007 von Neumann Symposium on Sparse Representation and High-Dimensional Geometry, organized by Ron DeVore (University of South Carolina), David L. Donoho (Stanford University), Anna Gilbert (University of Michigan), and Jared Tanner (University of Utah), will take place July 8 12, 2007, Snowbird, Utah.
The topic was selected by the AMS von Neumann Symposium Committee, whose members at the time were Andrea L. Bertozzi (University of California Los Angeles), Robert L. Bryant (Duke University), and Robert Calderbank (Princeton University).
Advances over the past two years connecting sparse representations and high-dimensional geometry suggest a new paradigm in information acquisition and processing. This interdisciplinary conference will bring together leading figures from all fields involved, and also from some nearby fields where hints of similar connections have been detected. Confirmed participants include experts in (1) applied harmonic analysis, (2) geometric functional analysis, (3) optimization, (4) signal and image processing, and (5) applications. Topics to be discussed include:
* Frameworks--general classes of problems where sparsity is present, its exploitation would be valuable and new methodologies which could exploit sparsity.
* Application Areas--current and emerging application areas where sparsity is present; properties of actual signals and images in those applications.
* Geometric Phenomenon--mathematical phenomena concerning high-dimensional collections of functions relevant to sparsity and sparse reconstruction algorithms.
* Algorithms--old and new algorithms for exploiting sparsity, and analysis of those algorithms.
* Application Results--describing achievements in fields ranging from astrophysical imaging to analog to digital conversion.
The conference will accommodate both the latest technical breakthroughs and general survey/framework type presentations.
Plenary Speakers -- Confirmed: R. Baraniuk (Rice), E. Candès (CalTech), I. Daubechies (Princeton), D. L. Donoho (Stanford), A. Gilbert (Univ. of Michigan), W. Johnson (Texas A&M), B. Kashin (Steklov Math. Inst.), M. Muthukrisnan (Rutgers), V. Temlyakov (U. of South Carolina).
Invited Speakers -- Confirmed: K. Grochenig (U. of Vienna), F. Herrmann (U. of British Columbia), J. Romberg (Georgia Tech), J.-L. Starck (Commissariat l'Energie Atomique), M. Strauss (Univ. of Michigan), J. A. Tropp (Univ. of Michigan), R. Vershynin (U. of California Davis).
An associated short course will be held at the Institute for Pure and Applied Mathematics (IPAM) from May 30 to June 1, 2007. Tutorials will be given by A. Gilbert (Univ. of Michigan), J. Romberg (Georgia Tech), J. Tanner (U. of Utah), J. Tropp (Univ. of Michigan), R. Vershynin (U. of California Davis), and J. Zou (U. of Maryland, College Park). Please visit http://www.ipam.ucla.edu/programs/vn2007/ for further information.
Registration and Abstract Submission
The participation of qualified women, underrepresented minorities, junior scientists (advanced graduate students and recent Ph.D.'s), as well as industry and national laboratory representatives are especially encouraged. The deadline to request an invitation was March 30, 2007. Those interested in attending the conference at this time should contact the organizers at tanner at math dot utah dot edu.
To submit an abstract, please fill out the abstract submission form. Please disregard nonrequired questions.
Parallel sessions will accommodate the necessary number of contributed talks. Letters of invitation with specific offers of support (if applicable) will be mailed in early April, along with a brochure of information, program information known to date, and information on travel and accommodation at Snowbird. Participants will be responsible for making their own travel and lodging arrangements.
Questions concerning the scientific program should be addressed to the organizers at tanner at math dot utah dot edu.
This symposium is supported by a fund established by Dr. and Mrs. Carrol V. Newsom in honor of the memory of John von Neumann.
The associated short course is supported by the National Science Foundation through the Institute for Pure and Applied Mathematics