Diffusion for the (Markov) Anderson model

Non-equilibrium Dynamics and Random Matrices
Topic:Diffusion for the (Markov) Anderson model
Speaker:Jeffrey Schenker
Affiliation:Michigan State University; Member, School of Mathematics
Date:Tuesday, November 26
Time/Room:2:00pm - 3:00pm/S-101
Video Link:https://video.ias.edu/nedrm/2013/1126-JeffreySchenker

I will discuss the proof by Yang Kang and myself of diffusion for the Markov Anderson model, in which the potential is allowed to fluctuate in time as a Markov process. However, I want to highlight the method of the proof more than the result itself and to speculate a bit about how things might work for the Anderson model itself.