1) non-abelian
非交换的
1.
In this paper, the authors have proved several special properties of non-abelian inner-finite groups.
研究了非交换的内有限单群,得到了非交换的内有限群的一些特殊性质。
2) non-commutative
非交换的，不可换的
3) noncommuting graph
非交换图
1.
This paper studies the relationship between its noncommuting graph (G)and its structure.
研究固定阶非交换群G的非交换图和其结构之间的一些联系,得到了:命题1若(G)≌(S4),则G≌S4。
2.
In this paper, we study the noncommuting graph (G) associated with a finite group G and prove that:Theorem 1 Let p be a prime.
研究有限群G的非交换图(G),证明了:定理1若(G)■(D4p),p为素数,则G■D4p或G■Q4p。
3.
In this paper, we investigate some basic properties of the noncommuting graph associated with a finite group and their effects on the structure of the group.
本文主要研究了有限群的非交换图的一些基本性质及其对群结构的影响。
4) Non-commuting graph
非交换图
1.
Let G be a non-abelian group and associate a non-commuting graph ▽(G) with G as follows:the vertex set of ▽(G) is G\Z(G) with two vertices x and y joined by an edge whenever the commutator of x and y is not the identity.
令G是一个有限群,其非交换图▽(G)如下定义:顶点集合▽(G)是G\Z(G),当两条边x与y的换位子不等于单位元时x与y相连。
5) nonexchangeable potassium release
非交换钾
1.
The kinectics characteristics of the nonexchangeable potassium release from the soil in Shaanxi is investigated with the Hsaturated resin absorbing method.
采用Ｈ饱和树脂吸收法研究了陕西６种土壤非交换钾释放的动力学性质。
6) commutativity
[kə,mju:tə'tiviti]
非交换性
补充资料：非交换遍历理论
非交换遍历理论
ergodic theory, non-commutative
非交换遍历理论【傀诚c伪曰盯，助~仪盯..加肠、.;，pr。-皿，毗二阳”，p二e~MyTar，~1 算子代数理论的一分支.其中按遍历理论(e嗜记Icu长幻ry)观点来研究C’代数(C’一目罗b化)的自同构. 在非交换遍历理论中所考察问题的范围与迄今(19明)得到的结果基本上可分成三类.第一类的结果与构造完全的外共扼不变系有关(两个自同构O:与02称为外共扼的(outer corj火势te)，若存在自同构。使队。0z--份一’为内自同构).相应的分类问题对于且型与111，型(0<又
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参考词条