1) Fuzzy Normal Subgroup
模糊不变子群
1.
The Upper and Lower Approximations Based on a Fuzzy Normal Subgroup;
基于模糊不变子群的上、下近似
2) fuzzy fully invariant subgroup
模糊全不变子群
3) fuzzy subgroups
模糊子群
1.
A note on fuzzy relations and fuzzy subgroups;
关于模糊关系与模糊子群的注记
2.
we give definition of normal α+β-fuzzy subgroups and discuss some properties of α+β-fuzzy subgroups.
引入了一种称之为α＋β—模糊子群的定义。
3.
In this paper,we give two kinds of neighborhoods between a fuzzy point and a fuzzy set and define the (∈′,∈′∨q′) fuzzy subgroups basing on the new neithborhoods which are different from (α,β) fuzzy subgroups defined by S.
给出了模糊点与模糊集的两种新的邻属关系，基于这种新的邻属关系，我们给出了（∈′，∈′∨ｑ′）－型模糊子群的定义，它是不同于Ｓ。
4) sub-fuzzy-group
子模糊群
1.
Furthermore,some properties of fuzzy group,sub-fuzzy-group and fuzzy coset are discussed.
给出了像经典群的定义那样规范的模糊群的定义,及其等价定义,提出了交换模糊群的概念,并继续讨论了模糊群和子模糊群及其模糊陪集的一些性质。
5) Fuzzy Subgroup
模糊子群
1.
Some Properties on Product of Fuzzy Subgroups;
模糊子群直积的若干性质(英文)
2.
On number of equivalent classes of fuzzy subgroups of primary abel P-group;
初等交换P-群的模糊子群的等价类数
3.
Structure and Construction of Fuzzy Subgroups of a Simple Characteristic Group
特征单群的模糊子群构造
6) sub fuzzy group
子模糊群
1.
In this paper, we introduce a concept of homomorphism of fuzzy groups and prove that homomorphism image of sub fuzzy group is still sub fuzzy group, inverse image of sub fuzzy group (normal sub fuzzy group)is still sub fuzzy group(normal sub fuzzy group).
在模糊群之间引入了同态的概念 ,证明了子模糊群的同态象仍为子模糊群 ,子模糊群 (正规子模糊群 )的原象仍为子模糊群 (正规子模糊群 ) ,并给出了模糊群的同态基本定理 。
2.
In this paper, G is a fuzzy group on fuzzy binary operation,the definitions of sub fuzzy group and normal sub fuzzy group of G are introduced and some properties of them are discussed.
给出了G的子模糊群和正规子模糊群的定义 。
补充资料：不变子群
不变子群
invariant subgroup
不变子群tin栩喊叨t，魄帅IP;.朋pll~.n叭印抑.a] 与正规子群(nontol sub脚uP)同义，即G的子群H，它在G的任意内自同构(盆叮犯r auto伽rp恤m)下变到自身.石生明译许以超校
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