Rong Du

activity

20172020

collaborators

4 papers

math.AG2020

Vector Bundles on Rational Homogeneous Spaces

Rong Du, Xinyi Fang, Yun Gao

We consider a uniform $r$ -bundle $E$ on a complex rational homogeneous space $X$ %over complex number field $C$ and show that if $E$ is poly-uniform with respect to all th…

math.AG2019

Vector Bundles on Flag varieties

Rong Du, Xinyi Fang, Yun Gao

We study vector bundles on flag varieties over an algebraically closed field $k$ . In the first part, we suppose $G = G_{k} (d, n)$ $(2 \leq d \leq n - d)$ to be the Grassmannian manifold para…

math.AG2018

Normal bundles on the exceptional sets of simple small resolutions

Rong Du, Xinyi Fang

We study the normal bundles of the exceptional sets of isolated simple small singularities in the higher dimension when the Picard group of the exceptional set is $Z$ and…

math.AG2017

Smooth solution to higher dimensional complex Plateau problem

Rong Du

Let $X$ be a compact connected strongly pseudoconvex $C R$ manifold of real dimension $2 n - 1$ in $C^{N}$ . For $n \geq 3$ , Yau solved the complex Plateau problem of hypersurfac…