Speaker:  Andrew Hanlon (Dartmouth College)

Title: The Cox category and homological mirror symmetry

Abstract: In recent joint work with Ballard, Berkesch, Brown, Cranton Heller, Erman, Favero, Ganatra, and Huang, we introduced the Cox category of a toric variety in order to realize a modification of King's conjecture. I will explain how this construction relates to homological mirror symmetry and Fukaya categories.