This is the old version of the CRM site. Please use the new site on the page crmdegiorgi.sns.it

Asymptotics for Nonlinear Geometric PDEs

Global solutions for the Euler-Maxwell system for electrons in 2 dimensions

speaker: Benoît Pausader ( Princeton University)

abstract: We prove that small, smooth and localized perturbations of a constant equilibrium lead to global solutions which scatter in the Euler-Maxwell model for electron. In particular, they do not create a shock, as would be the case in the absence of an electromagnetic field. The proof reduces a global existence result for quasilinear dispersive equations with small initial data. This is a joint work with Yu Deng and Alexandru Ionescu.

timetable:
Wed 5 Nov, 16:30 - 17:20, Aula Dini
<< Go back