Landau damping and Plasma echoes

Toan T. Nguyen (Penn State University)

28-May-2020, 13:00-13:50 (6 years ago)

Abstract: The talk presents an elementary proof of the nonlinear Landau damping for analytic and Gevrey data that was first obtained by Mouhot and Villani and subsequently extended by Bedrossian, Masmoudi, and Mouhot. The construction of an infinite cascade of plasma echoes, that do not belong to the analytic or Gevrey classes, but do, nonetheless, exhibit damping phenomena for large times, will also be presented. This is a joint work with Emmanuel Grenier (ENS Lyon) and Igor Rodnianski (Princeton).

analysis of PDEs

Audience: researchers in the topic

Comments: Here is the poster of this talk: www.dropbox.com/s/ris7y3bbubt6xhu/PDE%20Seminar%208th.pdf?dl=0 Please visit our website to get more information: nguyenquochung1241.wixsite.com/qhung/post/pde-seminar-via-zoom


PDE seminar via Zoom

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