1) fuzzy A-homomorphisms
模糊λ-同态
2) fuzzy homomorphism
模糊同态
1.
Fuzzy Homomorphism of Groups and Isomorphism Theorems of Fuzzy Quotient Groups;
群的模糊同态与模糊商群的同构定理
2.
Fuzzy homomorphism and fundamental theorem of fuzzy homomorphism;
模糊同态与模糊同态基本定理
3.
The fuzzy mapping is given based on the concept of fuzzy equivalent,and fuzzy homomorphism of groups and characteristics in this mapping state are discussed.
利用模糊相等关系下的模糊映射,讨论了在此映射下群的模糊同态及其有关性质。
3) λ-fuzzy degree
λ-模糊度
1.
In this paper, the authors introduce the concepts of λ-fuzzy element set and λ-fuzzy generated set and establish the λ-fuzzy degree that can be used to measure the fuzziness of fuzzy set,and discuss the relation between the total mean fuzzy degree, demi-fuzzy degree and λ-fuzzy degree.
引入了λ－模糊因素集、λ－模糊生成集的概念，建立了度量模糊集的模糊性的λ－模糊度，讨论了全平均模糊度、次模糊度及λ－模糊度之间的关系。
4) fuzzy weak homomorphism
模糊弱同态
1.
The concept of fuzzy weak homomorphisms of rings is introduced.
讨论模糊映射的若干性质,并利用模糊映射引入环的模糊弱同态,得到了模糊弱同态下模糊子环(模糊理想)的对应关系,并建立了环的模糊弱同态基本定理。
5) fuzzy λ-maps
模糊λ-映射
6) λ fuzzy measures
λ模糊测度
1.
Multi-attribute decision making with variable weight and relationship based on λ fuzzy measures;
基于λ模糊测度的变权关联多属性决策分析
2.
Research on the relationships among the λ fuzzy measures,Mbius representation and interaction representation;
λ模糊测度及其Mbius变换和关联系数间关系的推导
3.
λ fuzzy measures are calculated based on given information of Shapley and λ values which was provided by decision makers.
考虑到指标间存在交互作用,研究基于λ模糊测度和R-WGA算子方法的课程教学质量评价方法。
补充资料：Frobenius自同态
Frobenius自同态
Froberius endomorphism
I加饭对璐自同态〔Fm加对旧曰吐阅翔解白n;。，o6e，。yea翎八oMo帅.3M] q个元素的有限域乓上概形(scheme)X的自同态咖domo印城m)杯X一X，使得价限制在X(气)上是恒等映射，并且结构层的映射扩:今~今是自乘到q次幂的映射(即把t映到t“).Fro坎对留自同态是纯不可分态射·且具有零微分·对于定义在巩上的仿射簇XC才，F拍b目五出自同态毋把点(x，，…，凡)映到(川，，’‘，对). 定义在巩上的X的几何点的个数等于价的不动点的个数，因此，能够利用1刀台如血公式(此反址忱fo卜m血恤)来确定这些点的个数、义在只上的万履答，.se‘浏’夕翩集合，即“定
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