Bounded diameter and finite measure estimate of the singular set of mean curvature flow

Speaker: 江文帅 教授，浙江大学

Inviter: 李向东 研究员

Title: Bounded diameter and finite measure estimate of the singular set of mean curvature flow

Language: 中文

Time & Venue: 2026.10.28  16:00-15:00  N613

Abstract: In this talk, we will study the mean curvature flow in R^3. We will show that the intrinsic diameter is uniformly bounded as one approach the singular time and we show that the singular set has finite 1-Hausdorff measure. This is a joint work with Yiqi Huang.