1st ANNOUNCEMENT OF SUMIRFAS 2011 The Informal Regional Functional Analysis Seminar July 29 - 31 Texas A&M University, College Station
Schedule: Talks for SUMIRFAS will be posted on the Workshop in Analysis and Probability page, URL
http://www.math.tamu.edu/conferences/linanalysis/
The first talk will be in the early afternoon on Friday and the Seminar concludes by lunch time on Sunday. All talks will be in Blocker 169. The Blocker Building is on Ireland St. just south of University Dr. on the Texas A&M campus:
http://www.math.tamu.edu/contact/blocker.html.
Coffee and refreshments will be available in Blocker 148.
Speakers at SUMIRFAS 2011 include
Gregory Berkolaiko, Nodal count of eigenfunctions and stability of nodal partitions
Gilles Godefroy, The complexity of the isomorphism relation on the set of subspaces of a given Banach space: is it possible to improve Gowers' dichotomy?
Ciprian Foias, "End of the road" problems in Operator Theory
Bill Helton, Free semi-definite programming and its limitations
Boris Kashin, N-term approximations and some corrections theorem
Constanze Liaw, Dilations and rank one perturbations
Eve Oja, The weak metric approximation property of Banach spaces
Mihai Putinar, Quillen's phenomenon on pseudoconvex boundaries
Jean Roydor, A non-commutative Amir-Cambern Theorem
Vladimir Temlyakov, Lebesgue-type inequalities for greedy approximation with respect to redundant systems
Steve Dilworth, Daniel Freeman, Denka Kuzarova, Edward Odell (co-chair), and Thomas Schlumprecht (co-chair) are organizing a Concentration Week on "Greedy Algorithms in Banach spaces and Compressed Sensing" for the week of July 18-22. When encoding or reconstructing a vector using an iterative algorithm, a natural approach is to take the best or biggest approximation at each iteration. Such techniques are referred to as greedy algorithms. The theory of compressed sensing is concerned with encoding and reconstructing vectors which are sparsely represented with respect to a given basis. Kevin Ford will present a series of talks on deterministic construction of matrices with the restrictive isometry property. There will be a second series of talks devoted to greedy algorithms and bases. The home page for this Concentration Week is at http://www.math.utexas.edu/users/freeman/greedy11/index.html
Florent Baudier (chair), Bill Johnson, Piotr Nowak, and Bunyamin Sari are organizing a Concentration Week on "Non-Linear Geometry of Banach Spaces, Geometric Group Theory, and Differentiability" for the week of August 1-5. The program will include an introductory course by Mark Sapir on coarse embeddings and their applications to geometric group theory, and a series of lectures by Gilles Godefroy on the recent work of the late Nigel Kalton on the coarse classification of Banach spaces. The home page for this Concentration Week is at http://www.math.tamu.edu/~pnowak/index/cw.html
We expect to be able to cover housing for most participants from support the National Science Foundation has provided for the Workshop. When you ask Cara to book your room, please tell her if you are requesting support. Minorities, women, graduate students, and young researchers are especially encouraged to apply.
For logistical support, including requests for support, contact Cara Barton cara@math.tamu.edu. For more information on the Workshop itself, contact William Johnson johnson@math.tamu.edu, David Larson larson@math.tamu.edu, Gilles Pisier pisier@math.tamu.edu, or Joel Zinn jzinn@math.tamu.edu.
For information about the Concentration Week on "Non-Linear Geometry of Banach Spaces, Geometric Group Theory, and Differentiability", contact Florent Baudier florent@math.tamu.edu.
For information about the Concentration Week on "Greedy Algorithms in Banach spaces and Compressed Sensing", contact Edward Odell odell@mail.ma.utexas.edu or Thomas Schlumprecht schlump@math.tamu.edu.