The University of Arizona

Localization and unique continuation on the integer lattice

Mathematics Colloquium

Localization and unique continuation on the integer lattice
Series: Mathematics Colloquium
Location: ONLINE
Presenter: Charles Smart, University of Chicago

Abstract: I will discuss results on localization for the Anderson--Bernoulli model.  This will include my work with Ding as well as work by Li--Zhang.  Both develop new unique continuation results for the Laplacian on the integer lattice.