KählerRicci flow on a toric manifold with positive first Chern class
Xiaohua Zhu,
2007.03.16
http://arxiv.org/abs/math/0703486
In this note, we prove that on an $n$dimensional compact toric manifold with
positive first Chern class, the K\"ahlerRicci flow with any initial
$(S^1)^n$invariant K\"ahler metric converges to a K\"ahlerRicci soliton. In
particular, we give another proof for the existence of K\"ahlerRicci solitons
on a compact toric manifold with positive first Chern class by using the
K\"ahlerRicci flow.
