1) Proper fuzzy congruence
模糊真同余
2) fuzzy congruence
模糊同余
1.
It is first introduced that the concept of fuzzy congruence triple of a fuzzy congruence on a regular semigroup, and then showed that each fuzzy congruence on a regular semigroup is uniquely determined by its fuzzy congruence triple.
考虑一般的正则半群上的模糊同余，定义了正则半群的模糊同余三元组的概念，证明了正则半群上的每个模糊同余由它的模糊同余三元组惟一确定，进而得到正则半群上的模糊同余集和模糊同余三元组集之间存在一一对应关系。
2.
show that every fuzzy congruence on a regular semigroup saturates its fuzzy kernel, and obtain the necessity and sufficiency conditions that a fuzzy subset of a regular semigroup is the fuzzy kernel of some fuzzy congruence.
模糊核迹方法是研究正则半群上模糊同余的重要手段 ,模糊核作为一个方法的组成部分成为重要的讨论对象。
3.
We introduce the concept of fuzzy congruence extensions for subsemigroups of a semigroup S, and give some homomorphic properties of fuzzy congruences extensions.
本文引入半群的模糊同余扩张的概念，给出了模糊同余扩张的同态性质。
3) fuzzy congruence pairs
模糊同余对
1.
In this paper we study the fuzzy kernel-trace of the fuzzy congruence relation on some class semigroup,that is,the notions of fuzzy kernel and fuzzy trace of a fuzzy congruence relation on a completely regular semigroup;we establish these notions by introducing fuzzy congruence pairs.
并给出这类半群上模糊同余对的概念,构造出完全正则半群上模糊同余与模糊同余对之间的一一对应关系。
4) fuzzy(good) congruence
模糊好同余
5) Fuzzy Group Congruence
模糊群同余
1.
Fuzzy Group Congruences on a Semigroup;
半群上的模糊群同余(英文)
6) L-fuzzycongruence
L-模糊同余
补充资料：十智同真
【十智同真】
（术语）汾阳昭禅师示众，夫说法者，须具十智同真。一同一质，二同大事，三总同参，四同真智，五同遍普，六同具足，七同得失，八同生杀，九同音吼，十同得入。苦不具十智同真，邪正不辨，缁素不分，不能为人天眼目，决断是非。说见人天眼目卷上。
（术语）汾阳昭禅师示众，夫说法者，须具十智同真。一同一质，二同大事，三总同参，四同真智，五同遍普，六同具足，七同得失，八同生杀，九同音吼，十同得入。苦不具十智同真，邪正不辨，缁素不分，不能为人天眼目，决断是非。说见人天眼目卷上。
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