您要查找的是不是：
- abelian groupoid 阿贝耳广群
- The proof of the second part makes use of some idea of groupoid. 第二部分的证明用到了群胚的基本思想。
- Let T be a stable isometry of the Abelian Lattie -Ordered group G. 设T是交换格序群G的稳定等距。
- Automorphism group of the Abelian 2 group of type ?[1,n]? [1,n]型交换2-群的自同构群
- In this paper, we shall determine all abelian 4-DCI groups. 本文决定了所有的交换4-DCI群。
- We prove that if G is also an abelian group, then the group is amenable. 当 G是交换群时 ,给出一种证明其顺从的方法
- ThePurpose of this note is to get a characteristic of finite Abelian group. 文章研究了具有某种性质的自同构的有限群，得出了这种群为Abelian群的一个充要条件。
- Some conditions were discussed , under which a group become an abelian group . 讨论在什么条件下 ;一个群可以成为交换群 .;首先讨论一般的群;然后讨论有限群
- The ellipse rotating symmetric group is proposed,which is an Abelian group. 提出椭圆旋转对称群,它是一个单参数阿贝尔群。
- Through these studies, the study of rough set's algebraic properties are spreaded to right involution groupoid. 这些结果将粗糙集代数性质的研究扩展到右对合广群这个代数系统中。
- For the latter,we obtain the linear estimation of the number of isolated zeros of the corresponding Abelian integral. 对于另一类得到了其相应的阿贝尔积分的孤立零点的估计。
- He could not understand Riemann's work on Abelian functions nor Roch's contributions in his dissertation. 他不能理解Riemann在abel函数方面的工作，也不懂Roch论文中的论著。
- The author proved that there is an abelian group homomorphism between the Grothendieck groups of ?R? and ?A?. 作者证明了在R的Grothendieck群和A的Grothendieck群之间存在一个阿贝尔群同态.
- If Char F = p > 0, L is abelian if and only if every (finite-dimensional) irreducible module of L is one-dimensional. 若charF=P>0,则L为交换当且仅当L的任一(有限维)不可约模为1维的;
- Later Chen and Hu[CH] give adeRham model to compute the Chen-Ruan cohomology ring of abelian orbifold. 最近;B.;Chen 和S
- The concept of purifier of subgroup of Abelian group and some conclusions related to it are given in this paper. 本文给出了Abel群之子群的纯化子概念及之相关的几个结论。
- Let G be a locally compact Abelian group. B be a Segal algebra without order onG. 设G是局部紧Abel群,B是G上的无Order弃次Banach代数,(?)
- This paper disscusses the types of finite Abelian groups G with |A(G)|=2p~n, 2~2p~n, 2~3p~n. 本文是[1]、[2]的继续,利用群G的自同构群A(G)来刻划群G的构造,给出了|A(G)|=2p~n,2~2p~n,2~3p~n的有限Abel群G的全部类型。
- Let G be an infinite group. If G has a normal elementary abelian subgroup, then G is irrecognizable. 设G是无限群;若G存在正规初等交换子群;则G是不可分辨的.
- In this paper we solve the following classical problem of Harmonie Analysis on Abelian Groups. 本文解决了阿贝尔群上调和分析的如下经典问题:一组有序复数是G~(?)
