9:00 a.m. Resonances for semiclassical Schr\"odinger operators in dimension two. Michael Hitrik*, University of California, Los Angeles
(996-35-174)
9:30 a.m. Quasi-periodic solutions for nonlinear random Schroedinger equation. Wei-Min Wang*, CNRS, Universite Paris Sud
(996-42-158)
10:00 a.m. The structure of the modified spectral shift function and perturbation determinant associated with the Schrodinger operators with square integrable potentials. Alexei Rybkin*, Univ of Alaska Fairbanks
(996-47-190)
10:30 a.m. Higher Order Sum Rules for Orthogonal Polynomials on the Unit Circle. Barry Simon, California Institute of Technology
Andrej Zlatos*, University of Wisconsin - Madison
(996-33-96)
4:00 p.m. Paraproducts on the bi-disc. Camil Muscalu*, Cornell University
(996-42-82)
4:30 p.m. A renormalized Riesz potential at critical exponent. Mihai Putinar*, University of California at Santa Barbara
(996-44-57)
5:00 p.m. Noncommutative Bowen-Ruelle theorem, two weight Hilbert transform, and pressure of polynomial maps. Alexander Volberg*, Michigan State Univ.
Peter Yuditskii, Univ. of Linz
(996-42-184)
8:30 a.m. Uniform Convergence in the Multiplicative Ergodic Theorem and Cantor Spectrum. David Damanik*, California Institute of Technology
Daniel Lenz, TU Chemnitz
(996-37-37)
9:00 a.m. Anderson localization for the discrete one-dimensional quasi-periodic Schroedinger operator with potential defined by a Gevrey-class function. Silvius Klein*, UCLA
(996-47-35)
9:30 a.m. PDE analog of the Szego case in the theory of polynomials orthogonal on the circle. Serguei Denissov*, Caltech
(996-35-136)
10:00 a.m. Hilbert transform along a $C^{1+\epsilon}$ vector field. Michael Lacey, Georgia institute of Technology
Xiaochun Li*, UCLA
(996-42-172)
10:30 a.m. A random construction with applications to mixed norm inequalities. Michael Christ*, UC Berkeley
Andreas Seeger, University of Wisconsin
(996-42-187)
