7 citations · 17 across the 9 of their papers we have counts for
9 papers
On local holomorphic maps between Hermitian manifolds preserving -forms
Shan Tai Chan
In this article, we generalize some results in Chan-Yuan [Ann. Sc. Norm. Super. Pisa Cl. Sci. (5) 26 (2025), 619--644] to local holomorphic maps between Hermitian manifolds preserv…
On geometric properties of holomorphic isometries between bounded symmetric domains
Shan Tai Chan
We study holomorphic isometries between bounded symmetric domains with respect to the Bergman metrics up to a normalizing constant. In particular, we first consider a holomorphic i…
On local holomorphic maps between Kähler manifolds preserving -forms
Shan Tai Chan, Yuan Yuan
We study local holomorphic maps between Kähler manifolds preserving -forms. In this direction, we prove that any such local holomorphic map is a holomorphic isometry up…
Rigidity of proper holomorphic maps between type- irreducible bounded symmetric domains
Shan Tai Chan
We study proper holomorphic maps between type- irreducible bounded symmetric domains. In particular, we obtain rigidity results for such maps under certain assumptions.…
Asymptotic total geodesy of local holomorphic curves exiting a bounded symmetric domain and applications to a uniformization problem for algebraic subsets
Shan Tai Chan, Ngaiming Mok
The current article stems from our study on the asymptotic behavior of holomorphic isometric embeddings of the Poincaré disk into bounded symmetric domains. As a first result we pr…
Remarks on holomorphic isometric embeddings between bounded symmetric domains
Shan Tai Chan
In this article, we study holomorphic isometric embeddings between bounded symmetric domains. In particular, we show the total geodesy of any holomorphic isometric embedding betwee…