Mathematics with Slava Kurylev: Homogenization and Inverse Problems

Abstract: I wil describe two theorems of Y. Kurylev with the Madrid group in relation with homogenization and inverse problems. In between those theorems I will revisit the relation between quasiconformal maps and the stability of Calderón problemand how a suitable average of the time dependent non elliptic Schrödinger equation provides a seemly stable Buckgheim type recovery algorthim for irregular potentials. The talk is aimed to be not technical and highlighting the new viewpoints.

Mathematics

Audience: researchers in the topic

International Zoom Inverse Problems Seminar, UC Irvine