Analysis of Fluids and Related Topics: Landau Damping for the screened Vlasov-Poisson system on R^3: a lagrangian proof, Daniel Han-Kwan, CMLS, Ecole Polytechnique

Analysis of Fluids and Related Topics
  • Daniel Han-Kwan
  • CMLS, Ecole Polytechnique
  • Landau Damping for the screened Vlasov-Poisson system on R^3: a lagrangian proof
Apr 4, 2019
4:30 pm
Fine Hall 322

Speaker:  Daniel Han-Kwan

Abstract: 

In a recent paper, Bedrossian, Masmoudi and Mouhot proved the stability of equilibria satisfying the Penrose condition for the Vlasov-Poisson equation (with screened potential) on the whole space.

We shall discuss a joint work with Nguyen and Rousset where we propose a new proof of this result, based on a lagrangian approach.