1) sharing pairs of values
公共值对
2) shared set
公共值集
1.
Yi and others by the idea of weighted shared sets.
运用加权公共值集的思想研究亚纯函数具有三个公共值集的唯一性问题,得到了一个一般性结果,并应用这个一般性结果讨论了各种具体情况,改进了F Gross、C F Osgood I Lahhiri、仪洪勋等人的成果。
3) public values
公共价值
1.
The publicness of the public governance of education has such meanings as joint governance,which means that public interest,public values and parental involvement should be embodied in educational governance.
教育公共治理的公共性意味着多种治理力量的共同治理,意味着公共利益、公共价值与家长参与均可以得到实现。
2.
Once public values are formed,they are surely to be realised.
公共价值是指客体的公共效用、主体的公共表达和规范的公益导向。
4) shared value
公共值
1.
Normal criteria of holomorphic functionfamilies concerning shared values;
全纯函数族涉及公共值的正规定则
2.
The problem of normal families of analytic functions concerning shared values is studied and the result is proved that a family F of analytic functions in a domain D is normal if for each pair of functions f and g in F,f′-af~n and g′-ag~n share a value b in D where n is a positive integer and a,b are two finite constants such that n≥2 and a≠0.
研究解析函数族的正规性问题,得到:设F为区域D内的解析函数族,n≥2为任一正整数,a≠0,∞,b≠∞为常数;如果对F中任意2个函数f与g,f′-afn与g′-agn在D内都以b为公共值,则F在D内正规。
5) shared values
公共值
1.
Uniqueness of meromorphic functions with five shared values;
具有五个公共值的亚纯函数
6) common value
公共值
1.
The uniqueness of differential polynomials sharing common values;
微分多项式分担公共值的惟一性
2.
This paper improved Jank-Mues-Volkmann s proof about the uniqueness theorem of entire function f,f′,f″ with one common value.
本文完善了Jank—Mues—Volkmann关于整函数f,f′,f″具有一个公共值的唯一性定理的证明。
3.
This paper proves the following: if f and g are two non-constant meromorphic functing and ak(k=1,2,3,4) is its distinct IM common value,when a1 is CM common value andaδ(a,f)+bδ(b,g)>134,then ak(k=2,3,4) is also CM common value.
设f与g是两个不相等的非常数亚纯函数,αk(k=1,2,3,4)为其判别的公共值。
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