2 problems

Uniform diameter bound. There is a constant $C$ such that, independently of $t$ and the fibre $X_y$,

Let $X=M\times E$, where $M$ and $E$ are compact Kähler manifolds, and let $\omega(t)$ solve the normalized Kähler–Ricci flow … In the case $m=n=1$, where the convergence of the ba…