Applied Math Seminar
Winter Quarter 2009
Friday, 3:15 - 4:15 p.m.
Sloan Mathematics Corner, Building 380, Room 380-C
Organized by Laurent Demanet

January 16	Alexander Soshnikov Mathematics UC Davis	On Local Linear Statistics in Large Random Matrices
January 23	Ken McLaughlin Mathematics U of Arizona	Universality in random matrix theory
January 30	Svetlana Jitomirskaya Mathematics UC Irvine	Quantitative Aubry Duality and sharp results on absolutely continuous spectra of 1D quasiperiodic operators
February 6	Nathan Kutz Applied math U Washington	Models for High-Power Pulsed Lasers
February 13	I.M. Sigal Mathematics U Toronto	Mathematical Questions Arising from Bose-Einstein Condensation
February 20	Emmanuel Candes Applied and comp math Caltech	Exact Matrix Completion via Convex Optimization: Theory and Algorithms
February 24 Special: 4:15p 380-W	Alexander Kiselev Mathematics U Wisconsin	Some recent results on surface quasi-geostrophic equation
February 27 Special: 12p 380-W	Sonia Fliss INRIA Rocquencourt, France	Exact boundary conditions for wave propagation problems in periodic media including a local perturbation
February 27	Ming Gu Mathematics UC Berkeley	Structured Matrix Computations: Recent Advances and Future work
March 6	Lek-Heng Lim Mathematics UC Berkeley	Analysis of cumulants
March 13	Hongkai Zhao Mathematics UC Irvine	A fast solver for radiative transport equation and applications in optical imaging

Review of Past Seminar Schedules

For updates check http://math.stanford.edu/~applmath

To be added to the seminar email list please contact the organizer.