学术报告（黄少创 10.25）

In this talk, we will construct Ricci flows on manifolds with possibly unbounded curvature under the assumption that manifolds
have small curvature concentration. As an application, we will show that manifolds with Ricci lower bound, non-negative scalar
curvature, bounded entropy, Ahlfors $n$-regular and small curvature concentration are topologically Euclidean. This work is joint with P.-Y. Chan and M.-C. Lee.