报告时间：4月26日（周三）13：00-14:00
报告地点：华东师范大学闵行校区数学楼102
报告1：Hodge Theory
报告人:杨鑫（2019级拔尖班学生）
摘要：We will talk about Hodge theory (HS, MHS, VHS, etc.), and then generalize them to singular cases, which is the starting point of a concept called “perverse sheaves”, finally we will state BBDG decomposition theorem.
报告2：Linear Algebraic Groups
报告人:陈龙宇（2019级拔尖班学生）
摘要：An algebraic group is an algebraic variety endowed with a group structure such that both the inverse and the multiplication map are morphisms of varieties. The theory of linear algebraic group is an intersection and application of Algebraic Geometry, Linear Algebra and Lie Group. In this talk, I will introduce some fundamental properties of linear algebraic groups, such as embedding into general linear group, classification of commutative linear algebraic groups, quotient of linear algebraic groups and reductive groups. Some more advanced applications are also involved.
拔尖计划2.0全国线上书院直播
https://lexiangla.com/open-live/lives/0dabee08cd3911ed8f9c0ac238b64a02?company_from=abf7054ca02811ebb5b232fb5fc09e82
