1 citations · 2 across the 4 of their papers we have counts for
5 papers
Hermitian Rank and Rigidity of Holomorphic Mappings
Yun Gao
Huang's Lemma is an important tool in CR geometry to study rigidity problems. This paper introduces a generalization of Huang's Lemma based on the rigidity properties of holomorphi…
On abelian canonical n-folds of general type
Rong Du, Yun Gao
Let be a Gorenstein minimal projective -fold with at worst locally factorial terminal singularities, and suppose that the canonical map of is generically finite onto its…
On higher dimensional complex Plateau problem
Rong Du, Yun Gao, Stephen Yau
Let be a compact connected strongly pseudoconvex manifold of real dimension in . It has been an interesting question to find an intrinsic smoothness…
On the Griffiths numbers for higher dimensional singularities
Rong Du, Yun Gao
We show that Yau's conjecture on the inequalities for (n-1)-th Griffiths number and (n-1)-th Hironaka number does not hold for isolated rigid Gorenstein singularities of dimension…
Finite-dimensional representations for a class of generalized intersection matrix Lie algebras
Yun Gao, Li-meng Xia
In this paper, we study a class of generalized intersection matrix Lie algebras $\gim(M_n)$, and prove that its every finite-dimensional semi-simple quotient is of type $M(n,{\bf a…