ANALYSIS SEMINAR

FALL 2006
MONDAY 4:00-5:00 pm

Fine Hall 110


DATE
SPEAKER
TOPIC
Sept. 25
Gustav Holzegel,
University of Cambridge
Stability of higher dimensional black holes
Oct. 2

Monica Visan,
IAS
The mass-critical NLS
Please note special date, time, and location:
Oct. 4, 3:00 p.m.
Jadwin 111
Vitali Milman,
Tel-Aviv University
Geometrization of probability
Oct. 9
Pierre Raphael, Princeton University
Blow up of the critical norm for some L^2 super critical nonlinear Schrodinger equations
Oct. 30
Benjamin Schlein,
UC Davis
Scattering theory in models of non-relativistic QED
Nov. 6
Bo'az Klartag,
Princeton University
A central limit theorem for convex sets
Nov. 13
Nicolas Burq,
Paris 11
Global existence for energy critical waves in 3-d domains
Nov. 20
Alexander Kiselev
Univ. of Wisconsin
Global well-posedness for the critical 2D dissipative surface quasi-geostrophic equation
Please note special date and time, and location
Wed.
Nov. 22
3:00 p.m.
Jadwin A07
Fabrice Planchon
Paris 13
Nov. 27
Hongjie Dong,
IAS
Regularity and analyticity for the dissipative quasi-geostrophic equations and the Navier-Stokes equations
Please note special date and time, and location
Tues.
Nov. 28
4:00 p.m.
Fine 214
Alexander Nagel,
University of Wisconsin, Madison
Szegö kernels on tubular domains near points of infinite type
Dec. 4
Natasa Pavlovic, Princeton University
Global Well-Posedness for the $L2$-critical NLS in higher dimensions
Dec. 11
Enno Lenzman, MIT
Pseudo-relativistic nonlinear Schrodinger equations