1) maximal torus subgroup
极大环面子群
2) cyclic maximal subgroup
循环极大子群
1.
This article makes use of the results of p-group theory, giving the number of subgroups with order pk of p-group with cyclic maximal subgroup.
利用p-群的理论,给出了具有循环极大子群的p-群的各阶子群的个数,在此基础上确定了各阶非平凡子群的个数均为p+1的p-群的完全分类。
2.
Supposing G is a p-group with cyclic maximal subgroup,p is an prime number.
设G是具有循环极大子群的p~n阶群,p为素数。
3) maximal subgroup
极大子群
1.
A type of maximal subgroups of special orthogonal groups over local rings;
局部环上特殊正交群的一类极大子群
2.
Classification of finite groups whose maximal subgroups are Dedekind groups.;
极大子群均为Dedekind群的群
3.
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
4) maximal subgroups
极大子群
1.
On the Intersection of Two Special Maximal Subgroups;
两类特殊的极大子群的交
2.
On the s-θ-completions of maximal subgroups and the π-solvability of a finite group
有限群极大子群的s-θ-完备与π-可解性
3.
Studied the solvabilty of finite group by the theta pairs of only one special maximal subgroups,obtained a series of new results about the solvability of finite group.
主要研究有限群的某一类特殊的极大子群,并且考察这类极大子群的θ-子群偶对该有限群结构的影响,从而得出有限群可解的几个充分条件。
5) maximal torus
极大环面
1.
In this paper we explicitly determine the maximal torus of(n-3)-filiform Lie algebra.
求出了(n-3)-filiform李代数的极大环面,并证明了(n-3)-filiform李代数是可完备化的。
2.
In this paper we have explicitly determined the maximal torus of the derivation algebras of Ln filiform Lie algebras.
求出了Ln filiform李代数的导子代数的极大环面,利用Ln filiform李代数的导子代数的幂零根基是可完备化的幂零李代数,证明了Ln filiform李代数的导子代数是完备的。
6) maximal subring
极大子环
1.
The present paper presents a short proof of the conjecture that a ring with a finite maximal subring is a finite ring.
给出猜测“包含有限极大子环的环是有限环”的一个简短证
2.
Let R be a ring with a maximal subring S .
讨论环 R的极大子环 S的 Levitzki根的性质 ,证明若环 R有极大子环 S,则 LR S,RL S,其中 L是 S的 L evitzki根 。
补充资料：丢面子
丢脸。
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