Les 6 et 7 juillet, des cours introductifs (6x2h) auront lieu à l'Institut Henri Poincaré, dans la salle 201 (2e étage).
Jeudi 6 juillet :
9h-11h : Jalal Shatah
The role of resonances in dispersive PDEs
11h-13h : Yasunori Maekawa
Introduction to the theory of sectorial operators and semigroups
15h-17h : Jacob Bedrossian
Landau damping: old and new
Vendredi 7 juillet :
9h-11h : Vladimir Sverak
On some PDE issues arising in connection with vortex filaments
Abstract: In the PDE analysis of the incompressible Euler equation,
many interesting problems arise in connection with a particular class
of solutions for which the vorticity is concentrated on or near small
sets (points in 2d or lines in 3d). The lecture can be thought of as
an introduction to some special problems in this area.
11h-13h : Pierre Raphael
On singularity formation in nonlinear PDEs, a brief overview.
15h-17h : Frédéric Rousset
Navier boundary layers and rough boundaries