论文标题
关于卡拉比远纤维的K稳定性
On K-stability of Calabi-Yau fibrations
论文作者
论文摘要
我们表明，当且仅当基本曲线在二键式的意义上是k-stable时，曲线上的calabi-yau振动在绝热意义上是均匀的。此外，我们证明，当总空间光滑时，有CSCK指标用于此类纤维。
We show that Calabi-Yau fibrations over curves are uniformly K-stable in an adiabatic sense if and only if the base curves are K-stable in the log-twisted sense. Moreover, we prove that there are cscK metrics for such fibrations when the total spaces are smooth.
