Moment Maps of Toric Varieties, Linear Precision, and Maximum Likelihood Degree One January 19, 2018 - 3:30pm Colloquium

Speaker Information

David Cox

Amherst College

Abstract: I will start with moment maps of toric varieties (from symplectic geometry), relate this to strict linear precision (from geometric modeling), and use a result of June Huh maximum on likelihood degree (from algebraic statistics) to characterize strict linear precision. I will also discuss the more general notion of rational linear precision and how it relates to ML degree. This is joint work with Patrick Clarke of Drexel University.


HOST: Kiumars Kaveh