报 告 人：嵇庆春 教授（复旦大学）

报告时间：2024年5月10日10:00-11:00

报告地点：维格堂113

 


 

摘   要: This talk is based on our joint work on extending L^2 theory from complex structures to formally integrable structures. By constructing a resolution of the sheaf of germs of solutions, we study the solvability of Cousin type problems for a class of overdetermined systems originally introduced by L.Hormander. For the special case of elliptic structures, we will talk about applications to division and extension problems. 

 

邀请人：王奎