报告名称：Scalar curvature and boundary mean curvature flows on compact manifolds

报告专家： 陈学长

专家所在单位：南京大学

报告时间：2021年5月14日 15:00-16:00

报告地点：腾讯会议

专家简介：陈学长，南京大学教授，博士生导师。长期从事微分几何方向的研究，部分研究成果发表在国际顶级数学学术期刊Invent. Math.上，2016年荣获“江苏省数学杰出成就奖”。

报告摘要：The above mixed curvature flows are natural generalizations of two kinds of the existing Yamabe flows with boundary. With careful selections of the parameters of two positive constants and initial data, imposing some natural hypotheses on the manifolds, we prove that as time goes to infinity, the solution of these flows sequentially converges to a conformal metric of the background metric, which has positive constant scalar curvature and positive constant boundary mean curvature. This is joint with Pak Tung Ho and Liming Sun.

邀请人：毛井

（审核：郑大彬）