1)quasinormal拟正规
1.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。
英文短句/例句
1.One weakening of normality is quasinormality.正规性的一种减弱形式是拟正规性。
2.Define and Properies of Quasi-normalizer and Quasi-centralizer;拟正规化子拟中心化子的定义及相关性质
3.The Influence of CS-quasinormality of Some Subgroups on the Structure of Finite GroupsCS-拟正规子群对有限群结构的影响
4.SS-Quasinormal Subgoups and Solvability of Finite GroupsSS-拟正规子群与有限群的可解性
5.The Influence of S-quasinormal Subgroups on the Structure of Finite GroupsS-拟正规子群对有限群结构的影响
6.The Influence of Some s-quasinormal Subgroups on the Structure of a Finite Group某些s-拟正规子群对有限群结构的影响
7.On the Self-Conjugate-Permutable Subgroups and SS-Quasinormal Subgroups to the Influnce of the Structure of Finite Groups;关于自共轭置换子群和_（SS-）拟正规子群对有限群结构的影响
8.The Influence of (?)-subgroups, π-quasinormally Embedded Subgroups and (?)-subgroups on the Structure of Finite Groups;（？）-子群，π-拟正规嵌入子群和（？）-子群对有限群结构的影响
9.Discussion of Monte Carlo Simulation for Computing Normalizing Constants;关于计算正规化常数的Monte Carlo模拟方法的讨论
10.The Normal form and Finite determinancy of Semiquasihomogeneous Function Germs半拟齐次函数芽的正规型和有限决定性
11.Curbs on air travel were being worked out and would shortly be announced.限制航空旅行的有关规定正在拟定中，不久即将公布。
12.A kangaroo court is an illegal mock court that often takes the law into its own hands.“非正规法庭”是非法的模拟法庭，这种法庭常常草菅人命。
13.Seismic Modeling and Reverse-time Migration with a Finite-difference Method on Irregular Grids;非规则网格有限差分法声波方程地震正演模拟及逆时偏移
14.normal interpolation process正规内插法 正规内插法
15.normal [ anomalous ] Zeeman正规[非正规]塞曼效应
16.normal FORTRAN statement正规ＦＯＲＴＲＡＮ语句
17.calibration for ring gage, athread gage, 3 wire gage环规、牙规、三线规校正
18.kangaroo court[美口]袋鼠法庭(指非法的或不按法律程序的非正规法庭;也指囚犯在狱中举行的摸拟法庭)
相关短句/例句
quasi-normality拟正规
1.S-quasi-normality and weakly quasi-normality under some weak hypotheses.(3)假设群G的某些特殊子群具有某种性质的情况下,如:半正规性,拟正规性,弱拟正规性等,来证明群G超可解。
2.Some sufficient conditions of the supersoluability of G are obtained under some weaker hypotheses by using the concept of semi-normality and quasi-normality which generalize the known.利用半正规和拟正规的概念,在较弱的条件下给出了群G超可解的一些充分条件。
3)S-quasinormalS-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。
4)weakly quasi-normal弱拟正规
1.The main purpose of the present paper is to prove the following some theorems: for a finite group G,if G satisfies one of the following conditions,then G is supersolvable;(1) A maximal and cyclic subgroup of G is weakly quasi-normal in G.利用弱拟正规子群概念,经推导得到有限群超可解的几个充分条件。
2.In this paper we discuss the influence on an original finite group G when its Sylow subgroups and other subgroups are weakly quasi-normal,then we obtain some sufficient conditions for supersoluability of group G.主要讨论了群G的Sylow子群及其他子群的弱拟正规性对群的影响,从而得到原群G超可解的几个充分条件的定理:1)群G有指数为素数的可解正规子群H,若H的每个Sylow子群的极大子群在G中弱拟正规,则G超可解;2)群G有指数为素数的正规子群H,若H的Sylow子群及Sylow子群的2-极大子群皆在G内弱拟正规,则G超可解;3)设G=AB,A超可解,B是P-群,p=maxπ(G),若B与A的极大子群可交换且A弱拟正规于G,则G超可解;4)M为G的幂零极大子群,若M及其极大子群皆在G中弱拟正规,则G超可解。
5)π-quasinormalπ-拟正规
1.π-quasinormality of the Maximal Subgroups of a Sylow Subgroup in a Local Subgroup;Sylow子群的极大子群在局部子群中的π-拟正规性
6)quasinormal family拟正规族
1.We obtain that if for each f ∈ (?) there is an integer k = k (f) > 1 such that the k-th iteration fk of f has q weakly repulsive fixpoints in D , then (?) is a quasinormal family with order at most max {4,q+ 2} .本文研究亚纯函数的弱斥性不动点与拟正规族的关系,得到了以下结果: 设是区域D内的亚纯函数族,q是一个非负整数。
延伸阅读
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