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【学术报告及微分几何讨论班(2023年第1讲)】Fill-ins with scalar curvature bounded from below

日期:2023年06月13日

基础数学系学术报告

--微分几何讨论班(2023年第1讲)

题目:Fill-ins with scalar curvature bounded from below

报告人:王文龙 副教授(南开大学)

时间:2023年6月16日 下午3:00-4:00


地点:沙河校区E602


摘要:Given a triple of Bartnik data and a constant, Gromov asked under what conditions, does/doesn’t the Bartnik data admit a fill-in with scalar curvature bounded from below by the given constant. Philosophically, sufficiently large (in either pointwise or integral sense) mean curvature rules out such fill-ins. I will talk about some known and new results in this direction. This is mainly based on joint work with Wei Guodong at Sun Yat-Sen University (Zhuhai).


报告人简介:王文龙, 2017 年博士毕业于北京大学, 现为南开大学副教授. 研究方向是几何分析, 已经在 J. Reine Angew. Math., Math. Ann., Int. Math. Res. Not.等国家著名数学期刊上发表多篇论文。

 

邀请人:张世金