Department of Mathematics

Mathematical Physics and Operator Algebras

  •  Charles Smart, U Chicago
  •  Localization for the Anderson--Bernoulli model on the integer lattice
  •  11/07/2019
  •  11:30 AM - 12:30 PM
  •  C304 Wells Hall

Abstract: I will give a brief mathematical introduction to Anderson localization followed by a discussion of my recent work with Jian Ding. In our work we establish localization near the edge for the Anderson Bernoulli model on the two dimensional lattice. Our proof follows the program of Bourgain--Kenig and uses a new unique continuation result inspired by Buhovsky--Logunov--Malinnikova--Sodin. I will also discuss recent work of by Li and Zhang on the three dimensional case.



Department of Mathematics
Michigan State University
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