04-25微分几何讨论班系列报告【潮小李】

发布者:系统管理员发布时间:2019-04-17浏览次数:0


Title:Harmonic forms on submanifolds and related problems
Speaker:潮小李  (东南大学) 
Time:2019年4月25日     下午 16:00-17:00
Room:东区管理科研楼  0029cc金沙贵宾会1318室

Abstract:In this talk, we deal with harmonic forms on complete submanifolds with weighted Poincar/'{e} inequality. By supposing submanifold is stable or has sufficiently small total curvature or finite index, we establish some vanishing and finiteness theorems for $L^p$ harmonic $q$-forms. Moreover, we will summarize some problems related harmonic forms, e.g. index of minimal hypersurfaces.



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