2 problems

Tangent flows at infinity conjecture. Given a non-collapsed ancient Kähler-Ricci flow $(X,\omega(t))$, $t\in(-\infty,0]$: 1. $X$ admits a non-collapsing weak Fano fibration structu…

Let $\Sigma$ be a compact, embedded, nonround self-shrinker in $\mathbb{R}^{n+1}$. An associated-flow conjecture. There exists an associated nonsoliton ancient flow … This proposes…