The Homomorphism and Vanishing Properties of Induction Modules of Quantum Algebras 量子代数诱导模的同态及其零化性质
The existence of smallest fixed point of a class of monotone functions and some conclusions about continuous graph homomorphism are obtained by using the topological method. 证明了一类模型积拓扑中图同态的连续性与单调推理算子空间上一类单调泛函不动点的存在性。
The concept of fuzzy homomorphism between two near-ring was defined. 本文首先定义了两个拟环之间的模糊同态映射。
This paper introduces the concept of semirings, homomorphism of semirings and congruence simple semirings, discusses the relation between two semirings. 本文在引入半环概念的基础上,介绍半环同态、同余关系、单同余半环等概念,讨论两个同态半环之间单同余性质的关系。
The roughness of fuzzy ideals and fuzzy sub-ring and the properties of homomorphism mapping of them 模糊理想和模糊子环的粗糙性及其在同态下的性质
This article proves that in the homomorphism of G onto ■, the inverse image of a maximal normal subgroup in ■ is also a maximal normal subgroup in G. 本文得到了在同态满射下,极大正规子群的逆象也是极大正规子群,并给出了极大正规子群的象也是极大正规子群的一些等价条件。
Attack on Security Protocol Based on Homomorphism and Its Formal Verification 基于同态的安全协议攻击及其形式化验证
In this article, we give out that the homomorphism between vertex algebras can uniquely induce the homomorphism between local vertex Lie algebras which are constructed from the vertex algebra. 根据局部顶点李代数的同态,可惟一地诱导出由它们分别构造所得的顶点代数之间同态的理论。
Research of privacy homomorphism algorithm based on encrypted database 面向数据库加密的秘密同态算法的研究
Paper [ 1] has provided the concept of the reducible information graph of natural homomorphism. 文[1]给出了自然同态可归约信息图的概念。
In this paper we discussed the properties of quotient Hopf algebra under Hopf algebra homomorphism and generalized fundamental homomorphism theorem for coalgebra by basic research method. 利用Hopf代数的基本研究方法,讨论了在Hopf代数同态下有关商Hopf代数的性质并对余代数的基本同态定理进行了推广。
The properties kept by homomorphism of rings are generalized by restricting zero divisors of rings, and some important theorems are proved. 通过对环的零因子进行限制,推广了环同态所保持的性质,证明了几个重要的定理。
A Class of Connections between Systems& Homomorphism and Isomorphism 系统间的一类联系&同态和同构
We also discuss some properties and homomorphism basic theorem of generalized ring. 并将环的性质、同态基本定理推广到广义环上,得到了广义环的性质、广义环的同态基本定理。
In this paper, We have given dual forms of the Fuzzy order homomorphism. 本文给出文[1]中Fuzzy序同态、Fzzy函数Zadeh型函数的对偶形式。
Complex Riesz homomorphism is a kind of interesting operator. 复Riesz同态是复Riesz空间上的一类重要的算子。
Finally, the homomorphism issues on Rough sets are discussed. 最后,研究了粗糙集的同态问题。
On the AFS theory, we define a homomorphism mapping between the EI algebra and the ring of Boolean matrix. Some attribute and some new methods of studying the Sub algebra are found out at the same time. 本文在AFS理论的基础上,给出了EI代数和布尔矩阵环之间的一个同态关系,并且找到了子代数的一些性质和研究子代数的新方法。
The following concepts are introduced: quotient, subalgebra and homomorphism of completely distributive lattices and meet continuous lattices. 介绍了完全分配格、交连续格的商集、子代数、同态的概念。
A triple ( H,?, F) is called a homomorphism proof from H of F if? 一个三元组(H,?,F)称为F的一个来自H的同态证明,如果?
Finally, we introduce the concept of star homomorphism of semirings and discuss its properties. 最后,引入了星同态的概念,并讨论了与之有关的性质。
A congruence decomposition on N ( 2,2,0) algebras ( S,,△, 0) is given, the algebraic structure of the quotient algebras is studied. Furthermore, the algebraic structure and the properties of a class of converse image under the natural homomorphism are studied. 给出了N(2,2,0)代数(S,,△,0)的一个同余分解,研究了商代数的代数结构,并探讨了自然同态下一类逆象的代数结构和性质。
This paper describes a partial blind signature scheme based on the theory of bundling homomorphism. 为满足电子世界一种特殊的签名需要,利用丛同态理论设计了一种部分盲签名方案。
The concept of lattice implication homomorphism image, which is proved to be a lattice implication algebra, is introduced. 提出了格蕴涵同态像的概念,证明了格蕴涵同态像是格蕴涵代数;
A kind of fuzzy binary operation and fuzzy homomorphism fundamental theorem are used. Then we discuss the isomorphism of fuzzy groups and established three fuzzy theorems of isomorphism. The new kind of group with new operation is deeply described. 利用一种新的模糊算子与模糊同态基本定理,进一步讨论了模糊群的模糊同构,建立了三个模糊同构定理,进一步刻化了带有这种新的算子的模糊群的结构,得到了若干命题。
In the sense of Kuroki N, homomorphism issues on rough sets in groups are further discussed. 文章在KurokiN定义的粗糙子群和粗正规子群意义下,进一步讨论了群中的粗糙集的同态问题。
Based on the BCK algebra homomorphism and isomorph, product is introduced and some qualities are given. Some isomorph theorems about Fuzzy BCK algebra with linear operator are obtained. 在BCK代数的同态同构基本定理基础上,引进了乘积并给出了它的性质,由此又进一步得到了关于模糊带算BCK代数乘积的同构定理,从而使模糊带算BCK代数的讨论更加深入。
And the generalized Schwarz inequality for complex Riesz homomorphism is obtained as well as some useful corollaries. Finally, complex orthomorphism which is intimate with complex f-algebra is fully studied. 证明了复Riesz同态满足推广的Schwarz不等式,并得到相关的有用推论。最后,研究了和复f-代数密切相关的一类算子:复正交射。
In addition, it has been proved that a homomorphism mapping satisfying certain conditions can preserve connectivity. 证明了满足特定条件的格同态映射具有保持连通类的性质。
We study the d-modules over the ideals generated by a lattice homomorphism or an interval preserving operator with some examples. Finally, the quotient space of a lattice algebra and their algebraic properties have been fully studied. 同时研究了由格同态或保区间算子所生成的主理想上的特殊d-模,得到了d-模的实例。最后一部分主要讨论了格序代数的商空间及其主要的代数性质。