1)p-automorphismP-自同构
1.For a p-automorphism φ of an abelian p-group A with finite rank,an inequality on rank A,|φ| and rank C_A(φ) is obtained.对Abel p-群A的p-自同构φ,得到了rank A,|φ|与rank C_A(φ)之间的不等式,并把所得不等式推广到无挠Abel群及初等Abel p-群的自同态的情形。
2)P-isomorphicP-同构
3)T-p-endomorphismT-p-自同态
4)homeomorphism automorphism同胚自同构
5)automorphism[英][,?:t?'m?:fiz?m][美][,?t?'m?rf?z?m]自同构
1.Non-singular feedback function over F_2+vF_2 and its automorphism;F_2+vF_2上非奇异反馈函数及其自同构函数
2.The orders of the automorphism groups of some groups of order p~6;若干p~6阶群的自同构群的阶(英文)
3.Algebra Automorphisms of the Quanized Enveloping Algebra U_q(_sl_2) at Generic;量子包络代数U_q（_sl_2）的代数自同构
英文短句/例句
1.Automorphism and Anti-automorphisms of Quantum Group量子群V_q(sl(2))的自同构和反自同构
2.Automorphic Expression of the Q-analog of the Virasoro Algebra;q-类似Virasoro代数的自同构
3.Automorphisms of Finite Groups Inducing Inner Autormorphisms of Integral Group Rings诱导整群环上内自同构的有限群的自同构
4.Extremal Self-Dual Binary Codes with Automorphisms of Type 3-(8, 14);具有3-（8，14）自同构的二元自对偶极值码
5.The Construction of Group G with Automorphism Group A(G) of Order 2p自同构群A(G)的阶为2p的群G的结构
6.Automorphisms and Inner Automorphisms of Centralizers of Group Element to Be A Clifford Semigroup on the Finite Symmetric Inverse Semigroup对称逆半群的中心化子为Clifford半群时的自同构与内自同构
7.Automorphisms, Derivations and Second Cohomology of a Class of Generalized Witt Algebras;一类广义Witt代数的自同构，导子和2-上同调
8.In other words it has a large automorphism group.换言之，它有大的自同构群。
9.The order of the automorphism group of finite abelian group有限交换群的自同构群的阶(英文)
10.Derivation Algebra and Automorphism Group of F[x,y];代数F[x，y]的导子代数和自同构群
11.Several Properties of Kneser Graph and Its Automorphism Group;Kneser图的若干性质及其自同构群
12.The Finite Groups of which the Automorphism Group s Order is 2～3p～2;具有2～3p～2阶自同构群的有限群
13.Automorphisms of the Borel Subalgebras of Chevalley Algebras over Communicative Rings;交换环上Chevalley代数的Borel子代数的自同构
14.Automorphisms of the Maximal Unipotent Subgroups of Ree Group and Suzuki Group;Ree群、Suzuki群的极大幺幂子群的自同构
15.The Automorphism Group of the Lie Group T(D(V_N,F));李群T（D（V_N，F））的自同构建
16.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））
17.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））
18.Automorphisms of the unipotent subgroup of the Chevalley group over the integral ring;整数环上Chevalley群的幺幂子群的自同构
相关短句/例句
P-isomorphicP-同构
3)T-p-endomorphismT-p-自同态
4)homeomorphism automorphism同胚自同构
5)automorphism[英][,?:t?'m?:fiz?m][美][,?t?'m?rf?z?m]自同构
1.Non-singular feedback function over F_2+vF_2 and its automorphism;F_2+vF_2上非奇异反馈函数及其自同构函数
2.The orders of the automorphism groups of some groups of order p~6;若干p~6阶群的自同构群的阶(英文)
3.Algebra Automorphisms of the Quanized Enveloping Algebra U_q(_sl_2) at Generic;量子包络代数U_q（_sl_2）的代数自同构
6)automorphism group自同构群
1.An analysis of sub-simple properties of automorphism groups by a computer;自同构群的次单性分析及计算机实现
2.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)
延伸阅读
Frobenius自同构Frobenius自同构Frobenius automorphism E旧映如.自同构〔Fro饭址璐a此加叼和即;中p川免“叮caa盯oMo，中。3MJ C司015群中的一个特殊形式的元素.它在类域论中起关键作用.设L是有限域K的代数扩张，则Fro-比苗璐自同构叭j;定义为甲别认a)二丫，其中a‘L，、二}月(K的元素个数).当L/K为有限扩张时，汽/K生成G司。is群C饱I(L/K).当L/K为无限扩张时，叭/K是G目(L/幻的拓扑生成元.若L〕EOK且IE:KJ<叭则汽厂:二叫众‘，. 设k为具有有限剩余类域工的局部域，K是k的非分歧扩张，则剩余类域扩张的助伙泊i、自同构牧，河以唯一地提升为自同构叭，‘C佃(K/k)，，称为非分尽犷攀K/k单Fro恢而比自回汐·设}习一q，吸为K的整数环，p为叹的极大理想，则Fro灰川uS自同构伞叼*由下述条件唯一决定:对任一a‘叹有甄k(a)兰丫(modp).设K/k为局部域的任一Galo地扩张，任一自同构，任G司(K/k)若在K的最大非分歧子扩张上诱导出上述意义下的Froh泊i诏自同构，有时也称为K/k的Frobenius自同构. 设K/k为整体域的Ga】015扩张，p是k的素理想，平是K中在p之上的某一素理想.又设平在K中不分歧，蜘〔Gal(凡/气)是局部域非分歧扩张凡火的Fm-饮泪i璐自同构·如果将6司。is群Gal喝/气)与平在C透1(K/k)中的分解子群等同，则价可看作〔润(K/k)中的元素，这个元素称为对应素理想平的Fro沃浦出自同构.若K八为有限扩张，由取励Tape。密度定理(Che-加扭此v血砒ity小印n沈n)可知，对任一自同构。‘C恤l(K/k)，存在无限个在K/k中不分歧的素理想瑕使。二，，.对任一A比l扩张，蜘仅依赖于p，这时价砰己为(p，K/k)，称为素理想p的Artin符号(Anins卿比l).
