The conical Kaehler-Ricci flow and related work
Jiawei Liu (Magdeburg)
Abstract: I will show the long-time existence, uniqueness,
regularity and convergence of the conical Kaehler-Ricci flow
with weak initial data which admit an L^p-density for some p>1.
Then I will talk about the limiting flows of the conical
Kaehler-Ricci flows when the cone angles tend to zero.
At last, I will show a regularity estimate of the conical elliptic
complex Monge-Ampere equation by using the conical flow.