论文标题
平滑最小模型上的Miyaoka-yau不平等
The Miyaoka-Yau inequality on smooth minimal models
论文作者
论文摘要
在此简短说明中，我们提供了一个观察到的，即Miyaoka-yau不等式适用于任何紧凑的Kähler歧管，并具有NEF规范捆绑包，即平滑的最小模型。它直接来自CSCK指标的存在，在规范类别的附近，这既可以通过Dyrefelt的工作和歌曲的工作来证实，并使用了不同的方法。
In this short note, we offer an observation that the Miyaoka-Yau inequality holds for any compact Kähler manifold with nef canonical bundle, i.e. a smooth minimal model. It follows directly from the existence of cscK metrics in a neighborhood of the canonical class which was confirmed both by the work of Dyrefelt and Song using different approaches.
