Kähler-Ricci flow with unbounded curvature

Shaochuang Huang, Luen-fai Tam

Let $g(t)$ be a complete solution to the Ricci flow on a noncompact manifold such that $g(0)$ is Kahler. We prove that if $|Rm(g(t)){|}_{g(t)}\le a/t$ for some $a>0$, then $g(t)$ is…