论文标题
关于伯格曼内核功能和薄弱的摩尔斯
On Bergman kernel functions and weak Morse inequalities
论文作者
论文摘要
我们给出了简单而统一的证据，证明了完全歧管，$ q $ -convex歧管，pseudoconvex域，薄弱的$ 1 $ complete歧管和覆盖歧管的简单证明。本文本质上是基于渐近伯格曼内核函数和Bochner-Kodaira-Nakano公式。
We give simple and unified proofs of weak holomorhpic Morse inequalities on complete manifolds, $q$-convex manifolds, pseudoconvex domains, weakly $1$-complete manifolds and covering manifolds. This paper is essentially based on the asymptotic Bergman kernel functions and the Bochner-Kodaira-Nakano formulas.
