Global existence and convergence of solutions of calabi flow on surfaces of genus h ≥ 2
Journal
Journal of Mathematics of Kyoto University
Journal Volume
40
Journal Issue
2
Pages
363-377
Date Issued
2000
Author(s)
Abstract
In this paper, based on a kind of Harnack estimate for the Calabi flow on surfaces, we show the long-time existence and convergence of solutions of 2-dimensional Calabi flow on surfaces (Σ,g0) of genus h ≥ 2 with any arbitrary background metric g0.
SDGs
Type
journal article