阿贝尔群；交换群
paper, the finite non-nilpotent group with every non-abelian subgroup being subnormal is investigated.───研究了每一非交换子群皆为次正规的有限非幂零群的结构。
In this paper we study Toeplitz operator and Toeplitz algebra on discrete abelian group.───研究了离散交换群上的Toeplitz算子和Toeplitz代数.
ellipse rotating symmetric group is proposed, which is an Abelian group.───提出椭圆旋转对称群，它是一个单参数阿贝尔群。
Let Г be an abelian group.───设Г是交换群.
Some conditions were discussed, under which a group become an abelian group.
The ellipse rotating symmetric group is proposed, which is an Abelian group.
Let Г be an abelian group.
ThePurpose of this note is to get a characteristic of finite Abelian group.
In this paper we study Toeplitz operator and Toeplitz algebra on discrete abelian group.
Abelian group───[数]交换群；[数]阿贝尔群
Abelian groups───阿贝尔群；交换群
action group───n.行动小组
benzal group───苯扎族
elite group───精英群体
media group───传媒集团
ability grouping───能力分组
acetyl group───[有化]乙酰基
action groups───n.行动小组