Martin Vogel

The resonances of Schrödinger operators can be used to describe the large time behaviour of a wave scattered by a potential. In this context, the resonances which are the closest from the real axis are the most relevant. The distribution of resonances for potentials which decay rapidly at infinity has been studied a lot. On the other hand, for random potentials, there are very few known results. In this talk, I will discuss some recent results concerning the distribution of resonances for some random Schrödinger operators (joint work with F. Klopp).