Natasha Ter-Saakov, Rutgers University

Abstract

In this talk, I will go over some convex discrete geometry, specifically Radon's Theorem and some similar-ish statements. We will first use some linear algebra to prove the theorem(s) and then look at them from a probabilistic perspective. Specifically, we will look at Sylvester's four point problem. This talk will be almost entirely expository.

See: https://sites.math.rutgers.edu/~kmg326/GCS/GCS.html