Abelian

adj.  阿贝尔的,交换的

计算机



双语例句

  1. Conductor and Discriminant of Finite Abelian Extension of Local Field and Its Application
    局部域有限阿贝尔扩张的导子与其判别式的应用
  2. Abelian Semigroup of BCI-Algebras
    由一般BCI-代数生成的可换半群
  3. Splitting extensions of Abelian by hyper-( cyclic or finite) groups(ⅰ)
    阿贝尔群被超-(循环或有限)群的可裂扩张(Ⅰ)(英文)
  4. In this paper, the author gives an algorithm for testing isomorphism of finite Abelian groups.
    给出了有限阿贝尔群同构的一个判定算法。
  5. Structure Classification of Hopf Path Coalgebras over Abelian Groups
    交换群上Hopf路余代数的结构分类
  6. Let R be an abelian ring ( all idempotents of R lie in the center of R), and A be an idempotent matrix over R.
    设R是一阿贝尔环(R的所有幂等元都在中心里),A是R上的一幂等阵。
  7. The Influence of the Order of Maximal Abelian Subgroups on the Structure of Groups
    极大交换子群的阶对群的结构的影响
  8. A limit theorem for convolution iterates of a probability measure on compact Abelian semigroup
    紧交换半群上概率测度卷积幂的一个极限定理
  9. Some Public Key Cryptosystem Extended to Abelian Group
    一些公钥密码体制在阿贝尔群上的扩展
  10. A Sufficient Condition on Finite Group Having Normal Abelian π-complement
    有限群有正规交换π-补的一个充分条件
  11. Some Necessary and Sufficient Conditions of Abelian Groups and Cyclic Groups
    交换群和循环群的若干充分必要条件
  12. Derivation algebras for group algebras of finite generated abelian groups
    有限生成可换群的群代数之导子代数
  13. Calculation of Transport Coefficients for Colored Plasma Beyond the Abelian Dominance Approximation
    超越阿贝尔优势近似和色等离子体的输运系数计算
  14. In this paper, we have given some classes of groups that are not sets, such as the classes of torsion abelian groups, abelian groups, torsion-free non-abelian groups, non-abelian groups.
    本文给出一些不是集合的群类,如扭阿贝尔群,无扭非阿贝尔群、非阿贝尔群。
  15. Local n-cocycles of Abelian von Neumann Algebras
    交换vonNeumann代数的局部n-上循环
  16. This paper obtains a criterion of the monotonicity of a ratio of two Abelian integrals for a particular form of function by straightforward computation.
    用直接计算的方法对文献中给出的第三类函数的一种特殊形式给出其积分比值单调性的判别条件。
  17. On the Average Number of Unitary Factors of Finite Abelian Groups(ⅱ)
    关于有限阿贝尔群单因子个数的均值(Ⅱ)
  18. On the Cardinality of Generating Subsets of Finite Abelian Groups
    关于有限Abelian群的生成子集的基数
  19. The authors show that the Lies Theorem holds for Lie color algebras with a torsion-free abelian group G.
    作者证明了无挠群上的色李代数的李定理,同时,也给出例子说明无挠性是必要的。
  20. This paper first showed that strongly singular maximal abelian self-adjoint subalgebras have heredity property;
    首先证明了强奇异极大交换子代数具有遗传性;
  21. On the quantization of pure gauge fields on coset space of Abelian chiral group
    阿贝尔手征群陪集纯规范场的量子化
  22. Symmetry Degeneracy and the Non-Abelian Berry Phase Factor
    对称性简并和非阿贝尔Berry相位因子
  23. In this thesis, we will establish the relation between Novikov algebras and other alge-bras, such as Lie algebra abelian algebra by the study of the Novikov algebra.
    本文在对Novikov代数的研究中,建立了Novikov代数与其他代数如李代数、交换结合代数的关系,并通过此关系进一步建立Novikov代数与常见具体函数的同构,用常见函数对其进行实现。
  24. And Abelian group and non-Abelian group. The order of an element is a significant concept in group.
    而元的阶又是群的一个重要概念,元的阶和群的阶有着内在的联系;
  25. In this paper, a method of finding stable approximate solution of nonlinear Abelian integral equation is given by using regularization method.
    本文利用正则化方法给出了非线性阿贝耳积分方程稳定近似解的求法。
  26. The integral group rings of finite abelian groups are of great importance in algebraic k-theory.
    有限交换群的整群环是一类非常重要的环,计算它的相对K1群在代数K-理论中具有重要的意义。
  27. Generalizing a single involutive automorphism to a finite Abelian group of automorphisms of G, we obtain a homogeneous space called generalized symmetric space and some of its properties.
    本文把李群的单个对合自同构推广为由李群G的一些自同构组成的有限可换群,从而决定了一个广义对称空间,并讨论了它的某些性质。
  28. Afterwards, Heller, Butler and Horrocks developed it in more general categories with a relative abelian structure.
    随后,Heller,Butler和Horrocks在更为一般的具有相对阿贝尔结构的范畴上发展了相应的理论。
  29. In the thesis, we study the structure of finite groups through considering the quantitative properties and normal properties of maximal subgroups, minimal subgroups and abelian subgroups, some new results are obtained.
    本文主要利用极大子群、极小子群和交换子群等的数量性质和正规性质对有限群的结构进行了研究,得到了一些新的结果。