Dispersive estimates of solutions to the Schrodinger equation in dimensions $n\ge 4$
Abstract
Description
We prove dispersive estimates for solutions to the Schrodinger equation with a real-valued potential $V\in L^\infty({\bf R}^n)$, $n\ge 4$, satisfying $V(x)=O(|x|^{-(n+2)/2-ε})$, $|x|>1$, $ε>0$.
24 pages
24 pages