论文标题
Gauduchon指标的连续性方程式
The Continuity Equation of the Gauduchon Metrics
论文作者
论文摘要
我们研究了高达量指标的连续性方程，并建立了其最大存在的间隔，扩大了由La Nave \＆Tian引入的Kähler指标的连续性方程，该指标和Sherman \＆Weinkove引入的Hermitian指标及其遗产指标。我们的方法基于SzékelyHidi，Tosatti \＆Weinkove的Gauduchon猜想的解决方案。
We study the continuity equation of the Gauduchon metrics and establish its interval of maximal existence, which extends the continuity equation of the Kähler metrics introduced by La Nave \& Tian for and of the Hermitian metrics introduced by Sherman \& Weinkove. Our method is based on the solution to the Gauduchon conjecture by Székelyhidi, Tosatti \& Weinkove.
