报告时间：2024年9月5日（星期四）15:00-16:30

报告地点：翡翠科教楼B1702

报告人：陈柯 副教授

工作单位：南京大学

举办单位：金沙集团1862cc成色

报告简介：

Coleman-Oort conjecture predicts that the open Torelli locus in the Siegel moduli space A_g should contain at most finitely many CM points when g is large enough, which means all but finitely many CM abelian varieties could be realized as the Jacobians of curves. We show that this is true for certain CM abelian varieties isogeneous to products of CM factors of low dimensions. This is based on joint work with Kang Zuo and Xin Lu.

报告人简介：

陈柯，南京大学副教授，其主要从事代数数论与算术几何研究。