Sergei E.Cheremshantsev 
Delocalisation for slowly decaying potentials
randomly depending on time
(34K, TeX)

ABSTRACT.       We consider the one-dimensional Schrodinger equation with slowly
decaying potential which depends on time in a random manner.
     We prove that solutions of this equation are a.s. delocalized as
t tends to infinity and give the bound from below for the rate of propagation.