Ricci flow on quasi-projective manifolds
Ricci flow on quasi-projective manifolds
We consider the Kähler-Ricci flow on complete finite-volume metrics that live on the complement of a divisor in a compact Kähler manifold X̲. Assuming certain spatial asymptotics on the initial metric, we compute the singularity time in terms of cohomological data on X̲. We also give a sufficient condition for …