Wednesday, December 11, 2019
12/11/2019 - 4:15pm
Abstract: I will discuss joint work with Jeff Calder. Convex peeling gives a generalization of one dimensional order statistics to higher dimensions. We prove that the convex peeling of a large random set of points approximates a certain nonlinear geometric flow. Our arguments follow the program of Armstrong–Cardaliaguet for homogenizing forced mean curvature flow.