Ilyas Khan will talk on 14th December at 2pm UK time, 3pm Belgian time. Ilyas’s title is “The structure of mean curvature flow translators with finite total curvature” and the abstract is below.
The structure of mean curvature flow translators with finite total curvature
In the mean curvature flow, translating solutions are an important model for singularity formation. In this talk, we will consider the class of 2-dimensional mean curvature flow translators embedded in R^3 which have finite total curvature and describe their asymptotic structure, 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 the proof.