In this paper, we show that every invertible subsheaf of the cotangent bundle of a smooth globally F-regular threefold of characteristic \(p>3\) has Iitaka dimension less than or equal to one.

中文翻译：

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Bogomolov–Sommese型消失，全球F-正则三倍

在本文中，我们表明特征为\（p> 3 \）的光滑全局F-正则三倍的同切束的每个可逆子束的Iitaka维数小于或等于1。