one group theory

基本解释单群理论

网络释义

1)one group theory,单群理论2)one-group theory,单群理论3)one group theory of reactor,反应堆单群理论4)simple groups,单群5)simple group,单群6)sub-simple group,次单群7)finite simple group,有限单群8)almost simple group,几乎单群9)characteristic sinple group,特征单群10)a characterization of simple group,单群刻画

用法和例句

It is proved that simple groups G\-2(q) of Lie type are uniquely determined by their order components.

用阶分量刻划单群并证明了李型单群G2 (q)也可由阶分量刻画 。

In this paper,we proved that the non-simple groups SL(2,q)(q=p ̄n>3)canbe characterized by using only the set of the orders of their maximal subgroups.

本文证明了非单群系列SL(2,q)(q=p ̄n>3)可以仅用其极大子群阶之集来刻划,从而得到了SL(2,q)的一个特征性质。

In this paper, we determine all finite C_(pp) simple groups, where p is a prime and p=2~α5~β+1,α,βare nonnegative integers.

本文定出了所有的有限C_(pp)单群,其中p是素数,且p=2~α5~β+1,α,β为非负整数。

Characterization of Sporadic Simple Groups with the Orders of Groups and the Sets of Indexes of Maximal Subgroups;

用阶和极大子群指数之集刻划散在单群

A subgroup chain of the lie type simple group PSL(k,F);

Lie型单群PSL(k,F)的一个子群链

(1) If n>3 and n≠6,Aut(An) has a subgroup which is a sub-simple group.

分析了几类特殊有限群的自同构群的次单性,得到了以下结论:(1)若n>3且n≠6,Aut(An)均含有一个子群是次单群;(2)按照循环群Zn的阶的几种不同情况讨论了Aut(Zn)在哪些情况下包含一个子群是次单群,并给出了判定阶为pi,2pi(p为素数)的循环群的自同构群是否含有子群是次单群的计算机实现。

Some conclusions of finitesub-simple groups;

关于有限次单群的几个结论

(1) If n>3 and n≠6,Aut(An) has a subgroup which is a sub-simple group.

分析了几类特殊有限群的自同构群的次单性,得到了以下结论:(1)若n>3且n≠6,Aut(An)均含有一个子群是次单群;(2)按照循环群Zn的阶的几种不同情况讨论了Aut(Zn)在哪些情况下包含一个子群是次单群,并给出了判定阶为pi,2pi(p为素数)的循环群的自同构群是否含有子群是次单群的计算机实现。

The case of two types of almost simple groups acting flag-transitivly on the Steiner 5-designs is discussed,the results are as follows: let D=(X,Β,I) be a non-trivial Steiner 5-design,and G be a flagtransitive Automorphism group of D,if G is almost simple type,then Soc(G) is not isomorphic to HS group and CO3 group.

对两类几乎单群旗传递作用于斯坦诺5-设计上的情况进行了讨论,得到了:设D=(X,,ΒI)是非平凡的斯坦诺5-设计,D的自同构群G旗传递地作用在D上。

In Chapter 3 and Chapter 4, we discuss almost simple groups and line-transitive spaces: Let S = (P,L), G≤Aut(S), and T(?)G≤Aut(T), where T is a finite simple groups.

在第三章和第四章中,我们考虑几乎单群和区传递的问题:给定线性空间S=(P,L)和群G≤Aut(S),使得T(?)G≤Aut(T),这里T是一个有限单群。

最新行业英语

行业英语