同构

tóng gòu
  • isomorphism;isostructuralism
同构同构
同构[tóng gòu]
  1. 点态Fuzzy算子群第三同构定理

    The third isomorphism theorem of pointwise fuzzy groups with operators

  2. CB代数与Lu3代数同构定理的证明

    A Proof of the Isomorphism Theorem Between C_B-Algebra and Lu3-Algebra

  3. 域Fp上四维结合代数的同构分类

    Classification of Associative Algebras of Dimension 4 Over Field F_p

  4. 仿射型李代数g(A)的某些自同构群

    On Certain Groups of Automorphisms of Affine Lie Algebras

  5. GIS中的数据转换与代数同构分析

    Data Transformation and Algebra Isomorphism in GIS

  6. 第三章主要考虑交换半环上n阶三角矩阵代数的自同构。

    In chapter 3 , we will consider the automorphisms of triangular matrix algebras over commutative semirings .

  7. 自同构群A(G)的阶为2p的群G的结构

    The Construction of Group G with Automorphism Group A ( G ) of Order 2p

  8. 最小p3q阶群的同构类型

    On Isomorphism Class of the Smallest Group of Order p ~ 3q

  9. 使用FPGA原型验证最终得到矩阵求逆并行算法在同构多核中的映射所得的加速效果。

    The FPGA prototype on acceleration effect of matrix inversion parallel algorithm is achieved in the mapping of isomorphism multi-core .

  10. Banach空间同构于Hilbert空间的两个特征

    Two Characteristics of Banach Space Isomorphism With Hilbert Space

  11. 由V的幂零线性变换生成的最大的幂零代数均同构于T(n,F)。

    The maximal nilpotent algebras generated by nilpotent linear transformations of V are all isomorphic to T ( n , F ) .

  12. 本文主要研究了套代数上的Jordan同构。

    This paper is devoted to the study of Jordan isomorphisms of nest algebras .

  13. 许道云教授已经证明:MU(k)中的变元和文字改名都等价于图同构的判定问题。

    The variable and literal renaming problems of formulas in MU ( k ) is equivalent to the graph isomorphism problem .

  14. LSI芯片图象的双子图同构匹配法

    " Double " subgraph isomorphism method for matching LSI chip images

  15. string是不可变的同构容器,这意味着它仅能存放字符且一旦建立将无法修改。

    The string is an immutable homogeneous container , which means it can only hold characters and can 't be modified once it has been created .

  16. 所以证明了T(D(VN,F))的最大连通自同构群为最大连通内自同构群。

    Then we prove that the the maximal connected automorphism group of T ( D ( Vn , F )) is its maximal connected inner automorphism group .

  17. 本文用群的观点研究置换矩阵的性质,并在n阶置换矩阵与n阶置换群之间建立了同构关系。

    In this paper , the properties of permutation matrix are studied by using group theory , and the isomorph relation is built between n-order permutation matrix and n-order permutation group .

  18. 若一同构于H的有向图可通过对有向图D施行一系列推点运算得到,则称D可推为H。

    We say that a digraph D can be pushed to a digraph H if a digraph isomorphic to H can be obtained by applying a sequence of pushes to D.

  19. 如果您运行一个基于Windows或Linux的同构网络,那么对较少数量Guest操作系统的支持可能适合您的需要。

    If you run a homogeneous network based on Windows or Linux , then support for a smaller number of guest operating systems might fit your needs .

  20. 一个图G称为有理的,如果对任一整除的正整数t,G可表示成t个边互不相交的同构因子的并。

    A graph G is called rational if for any positive integer t dividing | E ( G ) | , G is the union of t edge-disjoint isomorphic factors .

  21. 设D是一2-(v,k,1)设计,G为D上的区传递,点本原且非旗传递的自同构群。

    Let D be a 2 - ( v , k , 1 ) design , G ≤ Aut ( D ) be block_transitive , point_primitive but not flat_transitive .

  22. 4p阶群及2p~2阶群的自同构群

    The automorphism groups of groups of order 4p and 2p ~ 2

  23. 论文的主要内容如下:1.参考设计了基于二维网格结构的NoC同构多核系统。

    NoC isomorphism multi-core system is designed based on the two-dimensional grid structure . 2 .

  24. 选取不可约表示空间的基,具体建立了Clifford代数与矩阵代数之间的同构。

    With suitable bases of the Clifford algebras , we construct isomorphisms between Clifford algebras and matrix algebras .

  25. 将Abel范畴所得的正合关系式应用于Abel群范畴中,就得到一些关于子群的交、并和直和之间的群的同构关系式,在交换群中推广了群的同构定理。

    The exact sequences we get in Abel category induce some isomorphism relations of Abel groups .

  26. 算例表明,该复合算法可有效地应用于机构图的同构判别,为机构创新设计智能CAD研究提供了一种有效的同构识别方法。

    Example shows that the mixed algorithm is a validity algorithm for isomorphism identification of kinematic structural graphs of mechanisms . It will be a reliable isomorphism identification method for intelligent CAD .

  27. 然后简要地分析了同构、同态与建模及模型VVA之间的关系,最后对现有VVA技术进行了综述。

    Then the relationship between system isomorphism / homeomorphism and VV & A is briefly discussed .

  28. 此外,理解与科学发现都是按照P1→TT→EE→P2一般图式来进行,理解模式与科学发现模式具有同构性。

    Moreover , both understanding and science findings have developed according to the model : Pi-TT-EE-P2 The model of understanding and the model of science findings have the same structure .

  29. 这两种作用决定了导出范畴中对象的同构,借助这两个作用,我们定义了导出范畴上的moduli空间。

    These two actions determine isomorphisms in derived category and used to define the moduli space over derived category .

  30. 在GCH之下Banach空间的拓扑同构

    Topological Isomorphism of Banach Spaces under GCH