1) (strong) S￣*-normality
(强)S~＊正规
2) strong S-completely regular(normal) spaces
强S-完全正则(正规)空间
3) (strong)S￣*-regularity
(强)S~＊正则
4) S-quasinormal
S-拟正规
1.
Influence of S-quasinormal Subgroups on the Structure of Finite Groups;
S-拟正规子群对有限群结构的影响
2.
Localized s-quasinormality of Some Subgroups of Finite groups
有限群子群的局部s-拟正规性
3.
We define s1(G) and s2(G) as the number of different orders of non-subnormal subgroups and the number of different orders of non-S-quasinormal subgroups,respectively.
设G是有限群,s1(G)表示G的非次正规子群的不同阶的个数,s2(G)表示G的非S-拟正规子群的不同阶的个数。
5) s-seminormal
S-半正规
1.
Finite Groups Whose Maximal Subgroups of Sylow Subgroups are s-seminormal;
Sylow子群的极大子群皆s-半正规的有限群(英文)
2.
On s-seminormal Subgroups of Finite Groups II;
关于有限群的s-半正规子群II(英文)
3.
On s-seminormal Subgroups of Finite Groups I;
关于有限群的s-半正规子群I(英文)
6) S-seminormality
S-半正规
1.
Some sufficient conditions are obtained,using the relation between S-seminormality and pronormality of subgroups and weak left Engle element in a finite group.
进一步利用S-半正规、付正规与弱左Engle元之间的关系给出了幂零群的一些充分条件。
补充资料：正规
符合正式规定或公认标准的：正规战｜正规程序。
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