8 citations · 8 across the 3 of their papers we have counts for
4 papers
Normal families of holomorphic mappings between complex Finsler manifolds
Jun Nie
In this paper, we find that the integrated form of a complex Finsler metric is inner. The distance is complete if and only if every closed bounded subset of a compl…
Complete complex Finsler metrics and uniform equivalence of the Kobayashi metric
Jun Nie
In this paper, first of all, according to Lu's and Zhang's works about the curvature of the Bergman metric on a bounded domain and the properties of the squeezing functions, we obt…
Schwarz lemma from a Kähler manifold into a complex Finsler manifold
Jun Nie, Chunping Zhong
Suppose that is a Kähler manifold with a pole such that its holomorphic sectional curvature is bounded from below by a constant and its radial sectional curvature is also bound…
A Schwarz lemma for weakly Kähler-Finsler manifolds
Jun Nie, Chunping Zhong
In this paper, we first establish several theorems about the estimation of distance function on real and strongly convex complex Finsler manifolds and then obtain a Schwarz lemma f…