"We consider the long time evolution of solutions to a Schrodinger-type wave equation on a lattice, with a divergence-form, Markov, random generator. We show that solutions to this problem di use. That is, the amplitude converges to the solution of a di usion equation, in the di usive scaling limit. Additionally, we expand upon a similar result due to Kang and Schenker for a Markov- Schrodinger wave equation by computing higher moments of position, also in the di usive scaling limit."--Abstract.
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