2 citations · 3 across the 6 of their papers we have counts for
7 papers
On the classification of normal Stein spaces and finite ball quotients with Bergman-Einstein metrics
Peter Ebenfelt, Ming Xiao, Hang Xu
In this paper, we study the Bergman metric of a finite ball quotient , where is a finite, fixed point free, abelian group. W…
Algebraicity of the Bergman Kernel
Peter Ebenfelt, Ming Xiao, Hang Xu
Our main result introduces a new way to characterize two-dimensional finite ball quotients by algebraicity of their Bergman kernels. This characterization is particular to dimensio…
Symmetries and regularity for holomorphic maps between balls
John P. D'Angelo, Ming Xiao
Let be a holomorphic map. We study subgroups and . When is…
Holomorphic isometries between products of complex unit balls
Shan Tai Chan, Ming Xiao, Yuan Yuan
We first give an exposition on holomorphic isometries from the Poincaré disk to polydisks and from the Poincaré disk to the product of the Poincaré disk with a complex unit ball. A…
Symmetries in CR complexity theory
John P. D'Angelo, Ming Xiao
We introduce the Hermitian-invariant group of a proper rational map between the unit ball in complex Euclidean space and a generalized ball in a space of typically higher…
Chern-Moser-Weyl Tensor and Embeddings into Hyperquadrics
Xiaojun Huang, Ming Xiao
The first part of the article surveys some work on the Chern-Moser-Weyl tensor and its application in the embeddability problem into hyperquadrics. In the last section, we give a n…