This thesis studies the uniqueness theory of meromorphic functions.
本论文主要研究的是亚纯函数的唯一性理论。
On the Uniqueness of Meromorphic Functions and its Derivative Share Values;
在微积分中，在函数的极小值点上导数等于零或者不存在导数。
Mang important results have been found in the argument distribution of finite order meromorphic functions.
有限级亚纯函数的幅角分布有许多重要结果。
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。
Using the idea of weighted sharing, deal with the uniqueness problems on meromorphic functions that sharing three sets.
采用权分担值的思想讨论了亚纯函数关于微分多项式分担值的唯一性问题。
Using the idea of weighted sharing, deal with the uniqueness problems on meromorphic functions concerning differential polynomials.
利用权分担集合的思想讨论了关于分担三个集合的亚纯函数的唯一性问题。
Sun Daochun proves the existence theorem on the maximum condensation point of the zero order meromorphic functions in the unit circle.
孙道椿证明了单位圆内一类零级亚纯函数的最大型聚值点存在性定理，本文将这一结果在一定程度上推广到了亚纯代数体函数。
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。
The dynamics of composite transcendental meromorphic functions is investigated in this paper, and some known results was extended to this case.
讨论了两个超越亚纯函数复合的动力学性质，推广了若干已知结果。
In this paper, we study the problem of uniqueness of meromorphic functions with deficient values, which generalizes and improves some results by h.
主要研究具有亏值的亚纯函数的唯一性问题，所得结果推广和改进了H。
In this paper, we investigate the problem of Shared values for several meromorphic functions and obtain general results concerning the uniqueness theorems.
本文研究了多个亚纯函数的分担值与唯一性问题，得到了一般情况下相应的唯一性定理。
The problem of uniqueness for meromorphic functions concerning differential polynomials sharing two values with some finite weighted was studied using the idea of weight-sharing value.
应用权分担值的思想，讨论了涉及亚纯函数及其导数具有两个公共值的惟一性问题。
We study the argument distribution of infinite order meromorphic functions and obtain distribution theorem which combines the infinite order meromorphic functions with its derived function.
本文研究了无限级亚纯函数的幅角分布，将有限级亚纯函数的两个分布定理推广到无限级亚纯函数中。
Concerning normal families of meromorphic functions, normal families with sharing values has mainly discussed. And some results are obtained which generalize and improve the present result.
在正规族方面，主要探讨了分担一函数的亚纯函数族的正规性，得到了相应的正规定则，推广了当前的结果。
By using the factorization of meromorphic functions and the growth estimation of the modual, we obtain precise estimation of the order of growth and hyper-order of solutions of the equations.
研究了一类整系数二阶线性微分方程解的幂和导函数的不动点和超级等问题，得到了一些精确的估计。
Abstract Some theorems on systems of meromophic functions are proved. As an application of the theorems, a unicity theorem of meromorphic functions is proved. Some previous results given by F.
摘要证明了关于亚纯函数组的几个定理，推广和改进了笔者先前的几个结果。应用这些定理证明了一个亚纯函数唯一性定理，它是F。
The factorization theory of meromorphic and entire functions is one of interesting problems in complex analytic function theory.
亚纯函数与整函数的分解理论是单复变函数论中一个令人感兴趣的课题。
The factorization theory of meromorphic and entire functions is one of interesting problems in complex analytic function theory.
亚纯函数与整函数的分解理论是单复变函数论中一个令人感兴趣的课题。
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