报告题目：On CM points away from the open Torelli locus
报告人：陈柯 博士
报告人单位：南京大学
报告时间：2019年12月9日，下午14：00-15：00
报告地点：四牌楼校区逸夫建筑馆1501
报告邀请人：杨森副教授（101012424@seu.edu.cn）
报告摘要：Coleman and Oort have conjectured that the set of isomorphism classes of smooth projective curves admitting CM Jacobians should be finite when the curve is of sufficiently high genus. Using tools from Arakelov geometry and automorphic representations, we show that many CM abelian varieties do not arise as Jacobians of curves, which partially supports the observation of Coleman and Oort. This is joint work with Kang Zuo and Xin Lv.
报告人介绍：
陈柯，南京大学副教授，其主要从事算术代数几何研究。