Event Details

CATEGORY:Theor./Math. Physics Seminar
TITLE:Andersol model: Eigenvalue and Egenfunction related bounds
Date: 2012-01-29
Time: 14:30:00
Location: Lewiner, Seminar Room (412)


Anderson localization in 1D NLSE context is an open problem.

Resonant phenomena in Linear Shroedinger equation are of key importance for the non-linear case as they might cause a crosstalk between states and screw up the localization.

We prove bounds for the minimal spacing between eigenvalues and for the eigenfunction derivative v.r.t. the random potential.