1) T-congruence L-relation
T同余L关系
1.
In this paper, using a general infinitely V-distributive t-norm T on a complete Brouwerian lattice L, firstly, we introduce and discuss the concept of T-congruence L-relations on Ω-groups, secondly, we study some properties of T-congruence L-relations on Ω-groups under Ω homorphism, and finally we discuss the relationship between T-congruence L-relations on Ω-groups and normal Ω-TL-subgroups.
利用完备Brouwer格L上的无穷V 分配t 模T,引入并讨论Ω群上T同余L关系概念,然后在其基础上研究Ω群上T同余L关系的同态性质,最后讨论Ω群上T同余L关系与正规Ω TL子群的一些关系。
2) L-fuzzy congruence relation
L-fuzzy同余关系
3) L-fuzzy congruence on L-fuzzy semiring
L-fuzzy半环上的L-fuzzy同余关系
4) congruence relations
同余关系
1.
The basic properties of principal congruence relations of a MS-algebra are discussed.
讨论了MS—代数的主同余关系的性质,当a=a~(00)或b=b~(00)时给出了MS—代数的主同余关系θ(a,b)的一个新的表达式。
2.
In this paper, a congruence relations which is marked is introduced into N(2,2,0) algebra and a quotient algebra is established, and then the properties of natural homomorphic π are discussed.
在N( 2 ,2 ,0 )代数S中引入了一个同余关系～ ,从而建立了商代数S/～ ,并讨论了自然同态π的性
3.
In this paper the fundamental properties of principal congruence relations of a softalgebra are presented.
为研究软代数的内部结构和特征，裴礼文和郑延履先生分别引进了软代数的同余关系和正规性的概念，并得到一些有意义的结果。
5) congruence relation
同余关系
1.
Methods of how to prove congruence relation;
关于同余关系的几种证明
2.
Implication Filters and Congruence Relations in R 0 Algebras;
R_0代数中的蕴涵滤子与同余关系
3.
Study of congruence relation based on minimization theory of FA
基于有限状态机最小化理论的同余关系研究
6) congruence
[英]['kɔŋgruəns] [美]['kɑŋgrʊəns]
同余关系
1.
Principal Congruences on Pseudocomplemented MS Algebras;
伪补MS代数的主同余关系
2.
The Property of Congruence on Orthogonal Modular Lattice
正交模格OML上的同余关系
3.
This paper gives an equivalent characterization of De Morgan algebras by the operations of implication and negation and discusses the property of congruences induced by an implicit filter.
借助于蕴涵与非运算，给出了ＤｅＭｏｒｇａｎ代数的一个等价刻划并讨论了等价系统中的由一个蕴涵滤子所生成的同余关系的性质。
补充资料：经济关系(见生产关系)
经济关系(见生产关系)
economical relation
1 ingji gU口nxj经济关系(eeonomieal relation)系。见生产关
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条