题目: Tangent flows of Lagrangian mean curvature flow (2)

报告人: 孙俊（武汉大学）

日期: 2022年9月27日，15:00-17:00

腾讯会议：104-653-639

摘要：In this second lecture, we will mainly talk about Neves’ results on singularities of Lagrangian mean curvature flow for zero-Maslov class case, which states that the tangent flow of such a flow consists of a finite union of area-minimizing Lagrangian cones. Under the additional assumptions that the initial condition is an almost-calibrated and rational Lagrangian, connected components of the rescaled flow converges to a single area-minimizing Lagrangian cone.