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green等价
相关语句
  green ' s equivalences
     Green's Equivalences on Coalgebras
     余代数上的Green等价
短句来源
     Green's equivalences on gamma rings
     Γ-环上的Green等价
短句来源
     In this paper, five equivalence relations on the gamma rings are defined. They are Green's equivalences, i.e. L, R, D, H, J.
     在Γ-环上定义了五类等价关系,它们是Green等价L,R,D,H,J.
短句来源
     The semigroup of closed selfmaps of a kind of topological spaces determined by an equivalence is observed in this paper. Green's equivalences on this semigroup are characterized completely while the rank of the semigroup is also discussed.
     考察了由一个等价关系E所确定的拓扑空间X上的闭自映射半群,完全刻画了这个半群的Green等价关系,并对这个半群的秩进行了讨论.
短句来源
  “green等价”译为未确定词的双语例句
     Green Equivalences on Special Monoids
     特殊么半群上的Green等价
短句来源
     Firstly, by the definition of an E- semiadequate semigroup and Green relations, the translational hull of an Ehresmann semigroup is studied, and it is proved that the translation hull of an Ehresmann semigroup is still an Ehresmann semigroup.
     B.Fountain关于E-半适当半群的概念和Green等价关系,研究Ehresmann半群,即满足左、右同余条件的E-半适当半群. 证明了Ehresmann半群的平移壳仍然是Ehresmann半群。
短句来源
     In this paper,We mainly discuss the quantitative properties of Green equivalences on the monoids presented by finite spotal Church-Rosser TIne systems. It is proved that the mumber of each kind of Green equivalences is one or infinite and a result about the descriptive power of finite special Church-Rosser The systems is given.
     本文主要讨论有限特殊Church-RosserThue系统所表现的么半群上Green等价的数量性质.证明每种Green等价类都是正则集合,其个数或1或∞且多项式时间内可计算.同时获得一个关于有限特殊Thue系统描述能力的结论.
短句来源
     In this paper,the answer of the words problem for monoid S is given,that is,the sufficient and necessary condition for any two words w,z in {a,b,c}~* to be in the same congruence class generated by {(abc,1)}. Also,the Green's equivalances of this monoid are characterized by defining a special word decomposition. Finally the regularity of elements is verified.
     给出了幺半群S字问题的解,即{a,b,c}*中任意两个字w,z在同一个由{(abc,1)}生成的同余类的充要条件,定义了S的任意元素的分解式,刻画了它的G reen等价关系,验证了其元素的正则性.
短句来源
  相似匹配句对
     Green's Equivalences on Coalgebras
     余代数上的Green等价
短句来源
     Green's equivalences on gamma rings
     Γ-环上的Green等价
短句来源
     Green,O.
     Green、桂花O.
短句来源
     (1980)and Green, S K.
     (1980)和Green,S.
短句来源
     The Algebra Equivalence
     代数的等价
短句来源
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  green ' s equivalences
Green's equivalences in finite semigroups of binary relations
      
This paper contains an algorithm which, given a set of generators of a semigroupS of binary relations on a finite set, computes the structure ofS in terms of Green's equivalences.
      
Green's Equivalences on Semigroups of Transformations Preserving Order and an Equivalence Relation
      


In this paper,We mainly discuss the quantitative properties of Green equivalences on the monoids presented by finite spotal Church-Rosser TIne systems. It is proved that the mumber of each kind of Green equivalences is one or infinite and a result about the descriptive power of finite special Church-Rosser The systems is given.

本文主要讨论有限特殊Church-RosserThue系统所表现的么半群上Green等价的数量性质.证明每种Green等价类都是正则集合,其个数或1或∞且多项式时间内可计算.同时获得一个关于有限特殊Thue系统描述能力的结论.

In this paper, five equivalence relations on a coalgebra are defined, which are the Green's equivalence, i.e. G, D, C, R, H. About these equivalences, some properties are shown and some structures are characterized. A partial order relation is introduced on each of the sets C/L, C/R, C/H, C/G and the structures of semilattices and lattices are studied for the partial orders. The structures of subcoalgebras (resp. left, right coideals) is characterized as consisting of G-(resp. L-, R-)classes. The Green's equivalences...

In this paper, five equivalence relations on a coalgebra are defined, which are the Green's equivalence, i.e. G, D, C, R, H. About these equivalences, some properties are shown and some structures are characterized. A partial order relation is introduced on each of the sets C/L, C/R, C/H, C/G and the structures of semilattices and lattices are studied for the partial orders. The structures of subcoalgebras (resp. left, right coideals) is characterized as consisting of G-(resp. L-, R-)classes. The Green's equivalences are researched on tensor product. The Green's preserving and lifting properties of coalgebra morphisms are discussed. As applications, we obtain a condition such that the tensor product of two irreducible coalgebras is irreducible and show that the image of an irreducible coalgebra is irreducible under a G-preserving coalgebra morphism,

本文在余代数上定义了五类等价关系,它们是Green等价G,D,L,R,H.然 后给出了这些等价关系一些基本性质和结构特点.在每个Green等价的等价类集上构 造了一种偏序并给出了偏序上半格和格结构的刻划.用G-,L-,R-类分别给出了子余 代数、左余理想、右余理想的结构刻划.进一步地,本文研究了张量积上的Green等 价以及余代数同态的Green保持性和提升性.作为应用,本文得到了两个不可约余代 数的张量积仍为不可约余代数的一个条件;证明了不可约余代数在G-保持余代数同 态下的同态像是不可约的.

In this paper, five equivalence relations on the gamma rings are defined. They are Green's equivalences, i.e. L, R, D, H, J. Some properties are shown and some structures are characterized for these equivalences. Green's preserving and lifting properties of gamma rings are discussed.

在Γ-环上定义了五类等价关系,它们是Green等价L,R,D,H,J.然后给出了这些等价关系一些基本性质和结构特点,并研究了Γ-环同态的Green保持性和提升性.

 
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