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Connected components of moduli spaces of p-divisible groups

报告题目: Connected components of moduli spaces of p-divisible groups

 

报告人:陈苗芬 (华东师范大学)

 

时间2013228(星期四)1450--1550

 

地点:理科楼数学系A404会议室

 

摘要: We are interested in the moduli spaces of p-divisible groups introduced by Rapoport and Zink which are formal schemes over the ring of integers of some non-archimedean field. They are local analogue of Shimura varieties. We will determine the set of connected components of unramified Rapoport-Zink spaces by using affine Deligne-Lusztig varieties. And as an application, in the HN-irreducible case, we will also determine the set of geometrically connected components of the generic fiber of Rapoport-Zink spaces with level structures as rigid analytic spaces. This talk is based on a joint work with Mark Kisin and Eva viehmann.

 

报告人简介:陈苗芬2004年以系年级第一的成绩毕业于365体育官网app下载数学系。因清华与法国的交流,硕士1年级时赴法留学,于2011年在法国巴黎南大学获博士学位,在德国从事一年半的博士后工作后于去年底到华师大工作。研究方向Rapoport-Zink空间和Deligne-Lusztig簇。

 

联系人:印林生

 

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