报告人：陈乐天（University of Tennessee, Knoxville）

时 间：2025年1月6日（星期一），下午4:00-5:00

地 点：海纳苑2幢203

摘 要：One of the central questions in the study of mean curvature flow (MCF) is to determine whether one can flow past singularities. For asymptotically conical singularities, self-expanders model the potential continuations of MCFs past singularities. However, due to a complicated nonuniqueness phenomenon, it is often difficult, if at all possible, to choose a canonical continuation. In this talk we construct a (non-self-expanding) solution of MCF coming out of the cone that has much better properties than the rest of the solutions with some applications. This is joint work with Jacob Bernstein and Lu Wang.

联系人：江文帅（wsjiang@zju.edu.cn)