13 citations · 34 across the 8 of their papers we have counts for
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Local Rigidity of the Bergman Metric and of the Kähler Carathéodory Metric
Robert Xin Dong, Ruoyi Wang, Bun Wong
We prove that if the Carathéodory metric on a strictly pseudoconvex domain with a smooth boundary is locally Kähler near the boundary, then the domain is biholomorphic to a ball. W…
Bergman representative coordinate, constant holomorphic curvature and a multidimensional generalization of Carathéodory's theorem
Robert Xin Dong, Bun Wong
By using the Bergman representative coordinate and Calabi's diastasis, we extend a theorem of Lu to bounded pseudoconvex domains whose Bergman metric is incomplete with constant ho…
Bergman-Calabi diastasis and Kähler metric of constant holomorphic sectional curvature
Robert Xin Dong, Bun Wong
We prove that for a bounded domain in with the Bergman metric of constant holomorphic sectional curvature being biholomorphic to a ball is equivalent to the hyperconv…
On a domain in C^2 with generic piecewise smooth Levi-flat boundary and non-compact automorphism group
Siqi Fu, Bun Wong
In this paper, we prove that if D is a simply-connected domain in C^2 with generic piecewise smooth Levi-flat boundary and non-compact automorphism group, then D is biholomorphic t…