The structure of mean curvature flow translators with finite total curvature

25 October 2021
14:15
Ilyas Khan
Abstract

In the mean curvature flow, translating solutions are an important model for singularity formation. In this talk, I will describe the asymptotic structure of 2D mean curvature flow translators embedded in R^3 which have finite total curvature, which turns out to be highly rigid. I will outline the proof of this asymptotic description, in particular focusing on some novel and unexpected features of this proof.

  • Geometry and Analysis Seminar