p-群,p-group英语短句,例句大全

p-群,p-group
1)p-groupp-群
1.The orders of automorphism groups of some families p-groups;某一类家族p-群的自同构群的阶(英文)
2.The Order of Automorphism Group of One Special Family of p-Group;一类特殊的p-群的自同构群的阶
3.The Orders of the Automorphism Groups of Some p-groups;若干家族p-群的自同构群的阶

英文短句/例句

1.Non-Abelian Subgroup of Order p~3 Contained in the Frattini Subgroup of p-Groups;p-群Frattini子群中p~3阶非交换的子群
2.On p-Automorphisms of an Abelian p-Group with Finite Rank有限秩Abel p-群的p-自同构的注记
3.The Frattini Normal Embedding of Two-Generator Subgroups of p-Groupsp-群二元生成子群的Frattini正规嵌入
4.Approach of Calculating the Order of Automorphism Group of p-Group计算有限p-群的自同构群阶的方法
5.On Groups All of Whose Proper Subgroups Have Prime Power Order关于任一真子群为p-群的有限群的研究
6.On the Autmorphism Groups of Metacyclic p-group with a Cyclic Maximal Subgroup具有循环极大子群的亚循环p-群的自同构群
7.Non-metacyclic p-groups All of Whose Maximal Subgroups are Minimal Non-abelian极大子群都是极小非交换群的非亚循环p-群
8.Finite p-groups in which any Two Noncommutative Elements Generate a Subgroup of Order p~3任意两个非交换元均生成p~3阶子群的有限p-群
9.Strong P-Congruences on P-Inversive Semigroups and the Lattice;P-反演半群上的强P-同余及其格
10.A Characterization for Strong P-Congruences on P-Inversive SemigroupsP-反演半群上的强P-同余的刻画(英文)
11.The p～＊-Nilpotency and θ-Pairs for Subgroups on Finite Groups;有限群的p～＊-幂零性和子群的θ-子群偶
12.The Orders of Automorphism Groups of Groups of Order P～6 (φ_(11),φ_(33));P～6阶群的自同构群的阶（φ_（11）,φ_（33））
13.THE ORDERS OF AUTOMORPHISM GROUPS OF GROUPS OF ORDER p5;p～5阶群的自同构群的阶（Φ_6—Φ_（10））
14.The Maximal Z-Order of the Integral Group Rings of Finite Cyclic Groups;P~r阶循环群的整群环的极大Z-序
15.F-S-Supplement of the Mininal Subgroups and p-nilpotentcy of Finite Groups极小子群的F-S-补与有限群p-幂零性
16.The minimum regular *-semigroup congruence on strongly P-regular semigroup强P-正则半群上的最小正则*-半群同余
17.LA-Group and the Stractore of Auto-Morphism Groups of Some Special p-Groups;若干LA-群及一类特殊P-群自同构群的结构
18.Studies on Structures and Characterizations of L~p-abundant Semigroups;L~p-富足半群的结构和性质研究

相关短句/例句

p-groupsp-群
1.Finite p-groups in which any Two Noncommutative Elements Generate a Subgroup of Order p~3任意两个非交换元均生成p~3阶子群的有限p-群
2.This paper studies the results based on p-groups and inner ∑-groups.本文以p-群和内∑-群研究成果为基础,以它们的研究方法为依托,采用反证法、分析法,得到若干成果,丰富了研究内∑-群这一领域的成果。
3)p groupp群
4)p-groupp群
1.The paper show that the p-group G can be classified into 15 classes which are non-isomorphic each other, where G be of cycle centre, and G / Z(G) be of order p~5.本文证明中心循环且中心商为p~5阶群的有限p群能分为15个互不同构的类。
2.In this paper,the authors give three groups of order p~6 with p-groups as auto- morphism groups,and obtain their orders of automorphism groups.该文给出了三个以p群为自同构群的p~6阶群,并得到了它们的自同构群的阶。
5)p  groupp＊-群
6)P(P) monoidsP(P)幺半群