摘要：It has been a long history, since Schwarz, that one of ways to search for a complex hyperbolic lattice is closely related to understanding the monodromy group of a hypergeometric system. In this talk, I will review the work of Schwarz and Klein on the classical Euler-Gauss hypergeometric functions, as well as the Deligne-Mostow theory on Lauricella hypergeometric functions. Then I will discuss a recent progress on this direction, inspired by the root system hypergeometric functions constructed by Heckman-Opdam.

个人简介：于2015年博士毕业于荷兰的乌德勒支大学，导师是Eduard Looijenga和Gert Heckman，主要方向是代数几何和复几何。之后于2015-2017年在巴西的IMPA研究所做博士后，现清华大学访问学者。

邀请人：杜荣