EVENT DETAILS AND ABSTRACT

Title: p-adic Borel hyperbolicity of Shimura varieties
Speaker: Abhishek Oswal
Speaker Info: Michigan State University
Brief Description:
Special Note:
Abstract:

Let S be a Shimura variety such that every connected component of the space of complex points of S arises as the quotient of a Hermitian symmetric domain by a torsion-free arithmetic group. In the 1970s, Borel proved that any holomorphic map from a complex algebraic variety V into such a Shimura variety S is algebraic! In this talk, I'll discuss joint work with Anand Patel, Ananth Shankar, and Xinwen Zhu on a p-adic version of this result.