1) sharing pair of values
分担值对
2) Share value
分担值
1.
In this paper, it is shown that if f is a nonconstent meromorphic function, {a1, b1 } and a1b2=a2b1,then f={a2, b2)are two couples of CM share value of {f,f },satisfying a1b2=a2b1,then f
本文主要得到：设f{a1，b1}，{a2，b2}是{f，f＇}的两对CM分担值，若a1b2＝a2b1,则。
2.
It has been proven that if f(z)and g(z)are non-constant meromorphic functions and o, ∞ is CM share values of f(z) and g(z) ,1 is CM share value f_((z))~((n))and g_((z))~((n)),satisfying λ
本文证明了定理:设f(z)和g(z)是两个非整函数的亚纯函数,如果0,∞是f(z)和g(z)的两个CM分担值,1是f_((z))~((n))和g_((z))~((n))的一个CM分担值,且 那么f_((z))~((n))·g_((z))~((n))≡1或者f(z)≡g(z) (n∈/N
3.
We define share value of a class of meromorphic function, and prove that if has three share values in a domain D, then is normal in D.
定义了半纯函数族的限制值和分担值，证明若在区域Ｄ内有３个限制值或３个分担值，则为在Ｄ内正规。
4) shared value
分担值
1.
Normal function concerning differential polynomial in meromorphic functions and shared values;
涉及亚纯函数微分多项式和分担值的正规函数
2.
If /(z) - α and g(z) - α have same zeros in G,α is said to be a shared value in G of f(z) and g(z); when zeros are counted in multiplicities or not respectively, a is said to be a CM or IM shared value respectively.
设f(z)和g(z)在复平面的一个区域G内亚纯,α∈C=C∪│∞│,若f(z)-α和g(z)-α在G内具有相同的零点,则α称为函数f(z)和g(z)在G内的分担值,当零点计重数或不计重数时,则α分别称为函数f(z)和g(z)在G内的CM分担值或IM分担值。
3.
Some uniqueness theorems for meromorphic functions sharing one or two values are improved under weaker conditions related to shared values or shared sets.
研究具有一个或两个分担值的亚纯函数的唯一性问题 ,在将分担值或分担值集的有关条件减为较弱的条件下 ,得到若干唯一性定
5) shared values
分担值
1.
In this paper,we study meromorphic functions related to shared values or omiting a function,and obtain some results on unicity or normal criterion.
本文研究了涉及分担值或例外函数的亚纯函数,证明了有关的唯一性定理或正规定则。
2.
In this paper, some results on normality of meromorphic functions related to shared values and sharing set were comfirmed.
主要证明了亚纯函数的正规族和分担值,以及亚纯函数的正规族和分担集合的几个结果。
3.
In this paper we discuss the relation of shared values and normal families, and obtain some normal criteria of the family of meromorphic functions.
本文主要讨论了亚纯函数的分担值与亚纯函数的正规族之间的关系,得到了关于亚纯函数族的一些正规定则。
6) DM sharing value
DM分担值
补充资料：对值
1.犹配偶。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条