activity
20102022
most citedOmitted values and dynamics of meromorphic functions

15 citations · 42 across the 12 of their papers we have counts for

collaborators

13 papers

math.CV2022

Connectivity of Fatou Components of Meromorphic Functions

Jiaxing Huang, Chengfa Wu, Jian-Hua Zheng

In this paper, we show that there exist transcendental meromorphic functions with a cycle of 2-periodic Fatou components, where one is simply connected while the other is doubly co…

math.CV2021

Iterates of Meromorphic Functions on Escaping Fatou Components

Jianhua Zheng, Chengfa Wu

In this paper, we prove that the ratio of the modulus of the iterates of two points in an escaping Fatou component may be bounded even if the orbit of the component contains an inf…

math.DS2019

On the iterations and the argument distribution of meromorphic functions

Jianhua Zheng, Jie Ding

This paper consists of tow parts. One is to study the existence of a point in the intersection of Julia set and escaping set such that is a singular direction if …

math.CV2019

Propagation sets of holomorphic curves

Jian-Hua Zheng, Qiming Yan

We consider a problem of whether a property of holomorphic curves on a subset of the complex plane can be extended to the whole complex plane. In this paper, the property we co…

math.CV2018★ 1 cited

Second main theorem with tropical hypersurfaces and defect relation

Tingbin Cao, Jianhua Zheng

The tropical Nevanlinna theory is Nevanlinna theory for tropical functions or maps over the max-plux semiring by using the approach of complex analysis. The main purpose of this pa…

math.CV2018

Studies of Differences from the point of view of Nevanlinna Theory

Jianhua Zheng, Risto Korhonen

This paper consists of three parts. First, we give so far the best condition under which the shift invariance of the counting function, and of the characteristic of a subharmonic f…