|
|
|
UCLA Analysis Seminar |
|
Winter 2004 |
Previous quarters: Fall 1999, Winter 2000, Spring 2000, Fall 2000, Winter 2001, Spring 2001, Fall 2001, Fall 2002,
Winter 2003, Spring 2003, Fall 2003
This year, some of the seminars will be joint with Caltech, and co-organized with Wilhelm Schlag.
|
Time: Fridays, 3.00pm, Location: MS 6221 (Caltech talks are Sloan 159). Some of the
speakers may arrange to speak at different times/locations. See the UCLA Math
Department's weekly seminar
|
|
|
Fri Jan 9 |
No seminar |
|
Fri Jan 16 (Joint, UCLA) |
(3pm) Ciprian Demeter, University of Illinois at Urbana-Champaign, “Return times theorems and almost everywhere convergence of one-sided singular integral operators in L_1” (4pm) Joachim Puig, U. Barcelona, “The ten martini problem” |
|
Fri Jan 23 |
Sunhi Choi, MIT, “Free boundary problems” |
|
Fri Jan 30 |
(3 pm) Mihai Putinar, UCSB, “Positivity aspects of the Fantappie transform” (4 pm) Hakin Hedenmalm, KTH Stockholm, “Weighted Bergman Spaces and the Integral Mean Spectrum of Univalent Functions” |
|
Fri Feb 6 (Joint, Caltech; Sloan 159) |
(3 pm) Ben Green, University of British Columbia/Cambridge University, “A Szemeredi-type regularity lemma for abelian groups" (4 pm) Van Vu, UCSD, “The Erdos-Folkman conjecture” |
|
Fri Feb 13 |
Pieter Blue, Rutgers University, "Dispersion of solutions to the wave equation on the Schwarzschild manifold" |
|
Fri Feb 20 (Joint, UCLA) |
Justin Holmer, University of Chicago, "A uniform local smoothing estimate for the 1D Zakharov system" |
|
Fri Feb 27 |
Luke Rogers, Yale University, “Extension operators for Sobolev spaces” |
|
Fri Mar 5 (Joint, Caltech) |
(3 pm) Douglas Wright, University of Toronto, “Higher order corrections to the KdV approximation for water waves” (4 pm) Wilhelm Schlag, Caltech, “Some remarks on quasi periodic Schroedinger operators on the discrete line” |
|
Fri Mar 12 |
Mei-Chu Chang, UC Riverside, “Beyond the Erdos-Szemeredi sum-product theorem” |
|
Fri Mar 19 (Joint, UCLA) |
(3 pm) Terence Tao, UCLA, “Global regularity, well-posedness, and scattering for the energy-critical non-linear Schrodinger equation in three dimensions” (4 pm) Artur Avila, SUNY Stony Brook, “One-dimensional quasiperiodic SL(2,R) cocycles” |
Other links: