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- X. X. Chen, Gang Tian
- 2008

The purpose of this paper is to establish a partial regularity theory on certain homogeneous complex Monge-Ampere equations. As consequences of this new theory, we prove the uniqueness of extremal… (More)

- X. X. Chen, Huaizhong Li
- 2008

It was proved by H. Chen earlier that the property of the sum of any two eigenvalues of the curvature operator is positive is preserved under the ricci flow in all dimensional. By a recent result of… (More)

Abstract The mechanism of C–H bond of CH 4 activation catalyzed by VO 2 + ( 1 A 1 / 3 A′) has been investigated by using density functional theory (DFT) at the CCSD/6-311G(2d,p)//B3LYP/6-311G(2d,p)… (More)

- X. X. Chen, Gang Tian
- 2000

- X. X. Chen
- 2008

P. Chrusciel’s now famous paper [12] shows that the Calabi flow exists and converges to a constant scalar curvature metric in a Riemann surface, assuming the existence of a constant scalar curvature… (More)

- X. X. Chen, W. Y. He
- 2006

- X. X. Chen
- 2006

Abstract For any irreducible Kahler manifold which admits positive orthogonal bisectional curvature and C 1 > 0 , if this positivity condition is preserved under the flow, then the underlying… (More)

In this note we provide a direct proof of the following: Any compact KRS with positive bisectional curvature is CP n. As a corollary, we obtain an alternative proof of the Frankel conjecture by using… (More)

- X. X. Chen, W. Y. He
- 2007

- X. X. Chen, Gang Tian
- 2000