Abstract
We consider the Anderson model in l 2( Z d ) with potentials whose values at any site of the lattice are independent random functions of time. For solutions ψ( t, n) to the time-dependent Schrödinger equation, we prove, under some conditions, that with probability 1 [Display omitted] [Display omitted] where α > 1/2, β < 1/2 for d = 1,2, and β < 1/ d for d ≤ 3.
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