The object of this thesis is to study the uniqueness problems of meromorphic functions and meromorphic mappings in several complex variables.

本文以多复变数的亚纯函数与亚纯映射的唯一性问题为研究对象。

This thesis studies the normal families and value distribution of meromorphic functions.

本文研究了亚纯函数的正规族和值分布.

In chapter 1 , we briefly introduce the value distribution theory of meromorphic function.

第一章, 扼要介绍亚纯函数值分布理论的主要概念、基本结果和常用记号.

We will give reduce demonstration for a lemma in four values theorem of meromorphic function.

给出了亚纯函数四值定理中一个引理的简化证明.

Relationship of the deficiencies of a kind of linear combination of meromorphic functions is discussed.

讨论一类亚纯函数线性组合的亏量关系,所得结论推广了已知结果.

Nevanlinna a famous Finnish mathematician, first studied the uniqueness problem for meromorphic function.

Nevanlinna首先研究了亚纯函数的唯一性问题.

The paper discusses the defect and uniqueness of the derivatives of meromorphic functions of finite order satisfying.

讨论了满足条件的有穷级亚纯函数的导函数的亏量问题以及满足条件的亚纯函数的唯一性问题。

The unicity of meromorphic functions CM share small functions system is discussed, and two unique theorems which extend some previous results are obtained.

讨论了涉及CM公共小函数的亚纯函数的唯一性问题，得出两个定理，并推广和改进现有文献的一些结果。

In this paper, we investigate the problem of the existence of transcendental meromorphic solutions of a type of algebraic differential equation and obtain a result.

讨论了一类代数微分方程的超越亚纯解的存在性问题，得到了一个结果。