Room 515, Cosmology Building, National Taiwan University + Zoom, Physical+Online Seminar
(實體+線上演講 台灣大學次震宇宙館515研討室+ Zoom)
Translating Solitons to a Lagrangian Mean Curvature Flow with Zero Maslov Class
Jun Sun (Wuhan University)
Abstract
In this talk, we study translating solitons to the Lagrangian mean curvature flow with zero Maslov class, which are important models of Type II singularities. A necessary condition for a blow-up limit arising at a Type II singularity of a Lagrangian mean curvature flow with zero Maslov class is provided. As an application, we prove that the Lagrangian translating solitons constructed by Joyce-Lee-Tsui cannot be a blow-up limit for a Lagrangian mean curvature flow with zero Maslov class, answering an open question proposed by Joyce-Lee-Tsui and Neves-Tian, as well as we also prove that the Grim Reaper cannot be a blow-up limit for a Lagrangian mean curvature flow with zero Maslov class.
Meeting ID: 896 9849 9196
Passcode: 576420
Organizers: Nicolau Sarquis Aiex (NTNU), Chung-Jun Tsai (NTU), Siao-Hao Guo (NTU)
