(Quasi-)conformal methods in some two-dimensional free boundary problems

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Abstract

In this talk I will explain how to obtain precise informations on the structure of the free-boundary to $2$-dimensional solutions of the one and two phase problems at so-called branching points using the theory of (quasi-)conformal maps. The talk is based on joint work with G. De Philippis (Courant) and B. Velichkov (Pisa).

Description

PDE Seminar
Friday, Nov. 4
11:00am
WXLR A108

 

Speaker

Luca Spolaor
Assistant Professor
Department of Mathematics
University of California-San Diego

Location
WXLR A108