论文标题
Bogomolov-Sommese类型的消失定理，用于带有阳性遗产指标的圆形矢量束
Bogomolov-Sommese type vanishing theorem for holomorphic vector bundles equipped with positive singular Hermitian metrics
论文作者
论文摘要
我们获得了Bogomolov-Sommese类型的消失定理，涉及大线束的乘数理想带。我们定义了具有L2估算的单一遗传学指标的双中性中性半积极性，并证明了消失的定理，这是Bogomolov-Sommese型消失定理对Holomorphic vector Bundles的概括。
We obtain the Bogomolov-Sommese type vanishing theorem involving multiplier ideal sheaves for big line bundles. We define a dual Nakano semi-positivity of singular Hermitian metrics with L2-estimates and prove the vanishing theorem which is a generalization of the Bogomolov-Sommese type vanishing theorem to holomorphic vector bundles.
