The research on the uniqueness theory of meromorphic functions dealing with shared values originates from some works of R. Nevanlinna, which lay the foundation of uniqueness theory.
处理分担值的亚纯函数的唯一性理论的研究是始于R．Nevanlinna的研究工作，他开创了唯一性理论的研究。
参考来源 - 微分方程的复振荡理论与函数的唯一性理论In chapter 4 and 5, we discuss the normal family of meromorphic functions. Firstly, we obtain the normal criteria of meromorphic functions on some type of differential monomial sharing value.
在第三部分中,我们主要讨论了另一类亚纯函数微分多项式具有重数分担值的惟—性问题,推广了熊维玲,林伟川等人的结果。
参考来源 - 亚纯函数的惟一性与正规族. We also continue to relax the value sharing conditions in the result 32, Theorem 8. Ourresult shows that f（z） is c-periodic only.
我们也进一步改善32,Theorem 8中的分担值的条件,我们的结果说明f（z）仅是一个周期为c的函数。
参考来源 - Nevanlinna理论在差分多项式中的应用·2,447,543篇论文数据，部分数据来源于NoteExpress
本文研究与其导数具有一个分担值对的整函数的唯一性问题。
This paper deals with problems of the uniqueness of entire functions that share one pair of values with their derivatives.
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 that sharing three sets.
采用权分担值的思想讨论了整函数关于微分多项式分担一个小函数的唯一性问题。
Using the idea of weighted sharing, deal with the uniqueness problems on entire functions concerning differential polynomials.
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