quasinormal 中文意思是什麼
quasinormal
解釋
擬似正常-
The fluence of weakly quasinormal subgroups on the structure of finite group
弱擬正規子群對有限群結構的影響 -
This paper deals with some kinds of weakly quasinormal subgroups to obtain a series of sufficient conditions which imply a finite group to be supersolvable
摘要利用弱擬正規子群，得到有限群成為超可解群的一系列充分條件。 -
Some results are the following : ( 1 ) letg be a finite group having two maximal subgroups that are solvable and not conjugate ing. if the maximal subgroups are weakly quasinormal ing, then g is solvable
本文主要獲得了下列結論： （ 1 ）若群g有兩個不共軛的可解極大子群均在g中弱擬正規，則g可解。 -
( 7 ) assume thatg has two nilpotent maximal subgroups not conjugate ing, which are weakly quasinormal ing, then g is nilpotent if and only if g has no section isomorphic to d, where d is identical with one in ( 6 )
（ 7 ）若群g存在兩個不共軛的冪零極大子群均在g中弱擬正規，則g冪零當且僅當g與d型群無關，其中d型群的定義同（ 6 ）中d型群的定義。 -
We define the concepts : weakly quasinormal subgroup and s - weakly quasinormal subgroup and come to some new criteria of solvability, supersolvability and nilpotence of finite groups under the assumptions that the groups have some kinds of weakly quasinormal or 5 - weakly quasinormal subgroups
本文利用弱擬正規子群及s -弱擬正規子群來研究有限群的結構，得到了有限群的可解性、超可解性以及冪零性的一些新刻畫。
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