论文标题
伯格曼 - 因斯坦度量
Bergman-Einstein metric on a Stein space with a strongly pseudoconvex boundary
论文作者
论文摘要
令$ω$为Stein空间，具有紧凑的平滑伪convex边界。如果$ \ hbox {reg}（ω）$是Kähler-Einstein，我们证明边界是球形的。
Let $Ω$ be a Stein space with a compact smooth strongly pseudoconvex boundary. We prove that the boundary is spherical if its Bergman metric over $\hbox{Reg}(Ω)$ is Kähler-Einstein.
