1 citations · 2 across the 4 of their papers we have counts for
4 papers
On Fano threefolds with semi-free -actions, I
Qilin Yang, Dan Zaffran
Let be a Fano threefold and $\C ^* \times X\rightarrow X$ an algebraic action. Then has a -invariant Kähler structure and the corresponding -action admits an equi…
Toric Fano manifolds with nef tangent bundles
Qilin Yang
In this note we prove that any toric Fano manifold with nef tangent bundle is a product of projective spaces. In particular, it implies that Campana-Peternell conjecture hold for t…
-extension theorems for jet sections of nef holomorphic vector bundles on compact Kähler manifolds and rational homogeneous manifolds, I
Qilin Yang
In this paper we study holomorphic vector bundles with singular Hermitian metrics whose curvature are Hermitian matrix currents. We obtain an extension theorem for holomorphic jet…
-positivity and vanishing theorems for compact Kahler manifolds
Qi-Lin Yang
We study the -positivity for holomorphic vector bundles on compact complex manifolds. -positivity is exactly the Demailly -positivity and a -positive line b…