2) Fuzzy feedback
模糊反馈
3) defuzzification
反模糊化
1.
A new defuzzification method which is called General dot attenuation (GDA) is presented here.
同时将削减因子的可行域予以适当扩展,提出了广义削减因子反模糊化方法(GDA)。
2.
Based on this idea, such algorithms as similarity measure, defuzzification algorithm and approximate reasoning method are presented.
在分析Vague集性能的基础上 ,提出了Vague集的一种新的三维表示方法 ,用空间曲线来表示Vague集的隶属函数 ,能更直观地反映Vague集所包含的模糊信息 ,在此基础上给出了该Vague集的相似度量算法 ,反模糊化算法以及近似推理算法 。
4) anti-fuzzy number
反模糊数
1.
In this paper,the notion of anti-fuzzy number is introduced in the topological vector space constructed by Goetschel and Voxman,anti-fuzzy number space is established,and some basic properties are discussed.
本文在Goetschel和Voxman所建立的拓扑向量空间中引入了反模糊数的概念,并建立了反模糊数空间,讨论了有关的基本性质。
5) anti-fuzzy groups
反模糊群
1.
The concept of anti-fuzzy groups and anti-fuzzy fields are given when L is a complete Lerbegue space,then we can get the definitions of anti-fuzzy fields and Anti-fuzzy linear spaces,and the necessity and sufficient condition of anti-fuzzy linear spaces are studied.
以模糊代数里的模糊线性空间理论为基础,首先在L是完备格时,建立了反模糊群、反模糊环的定义,然后从模糊集的隶属度角度进行研究,得到反模糊域及反模糊线性空间的概念,并讨论了集合成为反模糊域与反模糊线性空间的几个充分必要条件。
6) anti-fuzzy fields
反模糊域
1.
The concept of anti-fuzzy groups and anti-fuzzy fields are given when L is a complete Lerbegue space,then we can get the definitions of anti-fuzzy fields and Anti-fuzzy linear spaces,and the necessity and sufficient condition of anti-fuzzy linear spaces are studied.
以模糊代数里的模糊线性空间理论为基础,首先在L是完备格时,建立了反模糊群、反模糊环的定义,然后从模糊集的隶属度角度进行研究,得到反模糊域及反模糊线性空间的概念,并讨论了集合成为反模糊域与反模糊线性空间的几个充分必要条件。
补充资料：打模糊
1.装糊涂。
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