1)C-normalC-正规
1.The influence of c-normal subgroup on the structure of super solvable groupc-正规子群对超可解群结构的影响
2.The C-normal subgroup was firstly presented and used to discuss the structure of finite group.C-正规子群第一次被提出并被用来讨论了有限群的结构,之后得到人们的广泛关注。
3.In this paper, the starting point is researching the solvability, in the base ofthe conclusions,Combining Sylow-subgroups, Hall-subgroups, conjugate-permutablesubgroups and c-normal groups.本文的出发点就是在这些结论的基础上结合Sylow子群、Hall子群、共轭置换子群、c-正规子群等对有限群的可解性进行研究，得到以下主要结论：(1)若G的Sylow 2-子群为交换群，且对G的任意Sylow 2-子群Q(Q≠P)，P∩Q在P中极大，则G为可解群。
英文短句/例句
1.The Influence of C-normality and θ-pairs of Subgroups on the Structure of Finite Groups;子群的C-正规性、θ-子群偶对有限群结构的影响
2.THE e-PAIRS FOR MAXIMAL SUBGROUPS AND C-NORMAL SUBGROUPS;有限群极大子群θ-子群偶与C-正规子群
3.The Influence of C~*-Normal Subgroups on the Structure of Finite Groups;子群的C~*-正规性对有限群结构的影响
4.The Influence of Conditional C-normal Subgroups on the Structure of Finite Groupst;条件c-正规子群对有限群结构的影响
5.C~*-normal subgroups and the structure of finite groupsC~*-正规子群和有限群的结构(英文)
6.The influence of c-normal subgroup on the structure of super solvable groupc-正规子群对超可解群结构的影响
7.The Influence of Minimal Weakly c-normal Subgroup on the Structure of Finite Group;极小弱c-正规子群对有限群结构的影响
8.The Influence of c~*-normal Subgroups and H-Subgroups on the Structure of Finite Groupsc~*-正规子群和H-子群对有限群结构的影响
9.Groups of order p~aq~br~c having exactly three conjugacy classes of non-normal subgroups非正规子群的共轭类类数为3的p~aq~br~c阶群
10.cauliflower code[美俚]拳赛规则C-Garden[美]
11.normal interpolation process正规内插法 正规内插法
12.normal [ anomalous ] Zeeman正规[非正规]塞曼效应
13.normal FORTRAN statement正规ＦＯＲＴＲＡＮ语句
14.calibration for ring gage, athread gage, 3 wire gage环规、牙规、三线规校正
15.Real Positive and Positive Solutions to the Operator Equation AXB=C算子方程AXB=C的实正解和正解
16.Orientation Law on Conjugate Effect(+C or -C) of Substitution Radical;取代基的共轭效应(+C或-C)与其定位规则
17.(c) Nothing in this Annex shall be construed:（c）本附件的任何规定不得解释为：
18.Project Planning and Design of Database Based on Visual C+ +;基于Visual C++的数据库项目规划与设计
相关短句/例句
c-normalityc-正规
1.c-normality and p-nilpotency of Finite Groups;c-正规与有限群的p-幂零性
2.In this paper,we research the effect of c-normality on supersolvablity and solvability,and get some good results:if M is a normal subgroup of G and every sylow subgroup of M is c-niomal in G, then G is supersolvable;let M be normal and maximal in G, if every subgroup of prime order is c-normal in G,and every Frattini subgroup of sylow subgroups in G is 1.我们运用C-正规性质来刻画群的可解性和超可解性,并得到了一些很好的结论:设M为群G的一个极大子群,若M的任一Sylow子群在G中C-正规,则G超可解;MG,且为G之极大子群,M的每一个素数阶子群在G中C-正规及M的任何Sylow子群的Frattini子群为1,则G超可解。
3.And if all Sylow subgroups of A and B are semi-normality in G,then G is supersolvable;if G is finite group,then N G,G/N is supersolvable;if all prime subgroups of N include in U(G),and all 22 steppes of circulation subgroup of N are semi-normality or C-normality in group G,then G is supersolvab.利用某些半正规或 C-正规子群刻划有限群的结构 ,得到有限群超可解的若干充分条件 :设有限群 G =AB,其中 A≤ G,B≤ G。
3)weakly c-normal弱c-正规
1.A subgroup H of a finite group G is said to be weakly c-normal in G if there exists a subnormal subgroup K of G such that G = HK and H∩K ≤ HG, where Hq is the maximal normal subgroup of G that is contained in H.群G的一个子群H称为在G中弱c-正规,若存在G的一个次正规子群K使得G=HK且H∩K≤H_G,其中HG=∩_g∈_GH~9是包含在H中G的最大的正规子群。
2.A subgroup H of a finite group G is said to be weakly c-normal in G if there exists a subnormal subgroup K of G such that G=HK and H∩K≤ HG,where HG is the maximal normal subgroup of G that is contained in H.群G的一个子群H称为在G中弱c-正规,若存在G的一个次正规子群K使得G=HK且H∩K≤HG,其中HG=∩g∈GHg是包含在H中G的最大的正规子群。
4)c~*-normalc~*-正规
5)C-normal subgroupC-正规子群
6)c-subnormalityc-次正规性
延伸阅读
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