数论研讨班：Special cycles on the unitary Shimura variety with minuscule parahoric level structure

中科院数学与系统科学研究院

数学研究所

学术报告

数论研讨班

报告人：Dr. Sungyoon Cho（University of Arizona）

题  目：Special cycles on the unitary Shimura variety with minuscule parahoric level structure

时  间：2021.12.10（星期五），10:30-11:30

地  点：数学院南楼N202   Zoom会议号：412 019 4771   密码：mcm1234

摘  要：The Kudla-Rapoport conjecture predicts a relation between the arithmetic intersection numbers of special cycles on the unitary Shimura variety with hyperspecial level structure and the derivative of representation densities for hermitian forms. In this talk, we will give conjectural formulas that relate the arithmetic intersection numbers of special cycles on the unitary Shimura varieties with minuscule parahoric level structure and weighted representation densities.