题目：On Kosniowski Conjecture
报告人：吕志 教授 （复旦大学 亚洲必赢国际437）
地点：致远楼101室
时间：2018年6月15日 13：30-14：30
摘要：Let M be a unitary closed manifold that admits an action of a circle preserving the unitary structure and fixing some isolated points. Kosniowski conjectured in 1980 that if M is not a boundary, then the number of isolated points is at least [dim M/4]+1. This talk will discuss different statements of Kosniowski conjecture and state some recent progresses.
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会议室预约入口
"智能计算与应用"同济大学数学中心
English
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