Global well-posedness for the cubic NLS with data in a critical Sobolev space

Abstract: In this talk discuss global well-posedness for the cubic nonlinear Schrodinger equation with initial data in a critical Sobolev space. We do not require any symmetry on the initial data. The proof uses decomposition into a finite energy part and a free solution part.

analysis of PDEs

Audience: researchers in the topic

PDE seminar via Zoom