报告题目：The singularity arising in an area-preserving curvature flow

报告简介：In the area-preserving curvature flow, an embedded convex closed curve evolves into a circle as time goes to infinity, while an immersed curve may have singularity during its evolution. In this talk, we investigate the property of such singularity. It is shown that the singularity must be type-II and the asymptotic shape of evolving curve near the singularity point is a grim reaper.

报告人：王小六，东南大学

报告时间：2021年3月20日（星期六）上午09:40

腾讯会议ID：567 765 321

会议密码：123456

主办单位：扬州大学数学科学学院

欢迎广大师生参加！