论文标题
边界点的模块，光纤伯格曼内核和原木套件
Modules at boundary points, fiberwise Bergman kernels, and log-subharmonicity
论文作者
论文摘要
在本文中，我们考虑了边界点上的模块的伯格曼内核，并获得了伯格曼内核的对数 - 谐音性属性，该元素可以推断出与伯格曼内核有关的凹陷属性。作为应用，我们谴责与Jonsson-Mustcată提出的猜想以及模块在边界点上强烈开放性能的有效性相关的敏锐有效性。
In this article, we consider Bergman kernels with respect to modules at boundary points, and obtain a log-subharmonicity property of the Bergman kernels, which deduces a concavity property related to the Bergman kernels. As applications, we reprove the sharp effectiveness result related to a conjecture posed by Jonsson-Mustcată and the effectiveness result of strong openness property of the modules at boundary points.
