Burak Erdogan : Smoothing estimates for nonlinear dispersive PDE

Posted by Christof Sparber , part of the Analysis and Applied Mathematics Seminar.

At

April 11, 2016, 4 p.m.

In

SEO 636

Abstract

In this talk, we will discuss recent results on a smoothing property of nonlinear dispersive PDE stating that the nonlinear part of the evolution is smoother than the initial data, and some applications of this phenomenon. We will concentrate on the cubic NLS equation on the torus, the real line, and the half-line.