Weak Turbulence: Mathematical Results

(W. Craig, F. Golse, S. Kuksin)

Institut Henri Poincaré – November 19-20

Thursday, November 19^th

Room 05

10h00-10h10 Opening

10h15-11h00 C. Bardos: Loss of smoothness and energy conservation in the 3D Euler equation with rough initial data

11h10-11h55 C. Villani: Nonlinear Landau damping as a wave interaction problem

12h10-12h55 S. Nazarenko: Wave turbulence derivation in a slow mode 1

14h15-15h00 S. Kuksin: Turbulence and weak turbulence in perturbed integrable PDE

15h10-15h55 J. DeSimoi: Escaping orbits in a model for Fermi acceleration (with D. Dolgopyat)

16h15-17h00 W. Craig: A proposed derivation of the kinetic equations

17h00-18h00 Cocktail

Friday, November 20^th

Room 201

10h00-10h45 S. Nazarenko: Wave turbulence derivation in a slow mode 2

11h00-12h30 C. DeLellis: The Euler equations and differential inclusions

14h15-15h00 D. Gérard-Varet: On the ill-posedness of the Prandtl equation

15h15-16h00 N. Tzvetkov: Gibbs measures for the nonlinear harmonic oscillator and other Hamiltonian PDEs