Title: The Andre-Pink Zannier conjecture in characteristic p
Abstract: The Andre-Pink Zannier conjecture (proved by Richard and Yafaev) addresses the distribution of Hecke orbits in Shimura varieties over number fields. In this talk, I will address a case of this conjecture in positive characteristic, and more generally, I will address the question of how Hecke orbits are distributed in characteristic p. This is joint work with Josh Lam.