4 citations · 19 across the 13 of their papers we have counts for
13 papers
An equivalence theorem of a class of Minkowski norms and its applications
Huitao Feng, Yuhua Han, Ming Li
In this paper, the Cartan tensors of the -norms are investigated in details. Then an equivalence theorem of -norms is proved. As a consequence in Finsler geometry, ge…
Complex Finsler vector bundles with positive Kobayashi curvature
Huitao Feng, Kefeng Liu, Xueyuan Wan
In this short note, we prove that a complex Finsler vector bundle with positive Kobayashi curvature must be ample, which partially solves a problem of S. Kobayashi posed in 1975. A…
Compact Kähler manifolds with positive orthogonal bisectional curvature
Huitao Feng, Kefeng Liu, Xueyuan Wan
In this short note, using Siu-Yau's method [14], we give a new proof that any n-dimensional compact Kahler manifold with positive orthogonal bisectional curvature must be biholomo…
Geodesic-Einstein metrics and nonlinear stabilities
Huitao Feng, Kefeng Liu, Xueyuan Wan
In this paper, we introduce notions of nonlinear stabilities for a relative ample line bundle over a holomorphic fibration and define the notion of a geodesic-Einstein metric on th…
Superconnections and An Intrinsic Gauss-Bonnet-Chern Formula for Finsler Manifolds
Huitao Feng, Ming Li
In this paper, we establish an intrinsic Gauss-Bonnet-Chern formula for Finsler manifolds by using the Mathai-Quillen's superconnection formalism, in which no extra vector field is…
Flat vector bundles and open coverings
Huitao Feng, Weiping Zhang
We establish a generic counting formula for the Euler number of a flat vector bundle of rank over a dimensional closed manifold, in terms of vertices of transversal open…