1) *-degree of FIO
模糊蕴涵算子的_度
2) fuzzy implication operator
模糊蕴涵算子
1.
Three types of fuzzy implication operators were introduced by S.
Weber介绍了三类模糊蕴涵算子,据此,本文讨论了其前两种类型的模糊蕴涵算子及S-蕴涵算子三者之间的相等问题,并利用强DeMorgan三元组的性质,给出了两两相等的充要条件。
2.
A fuzzy controller is constructed by using a fuzzy implication operator.
由模糊蕴涵算子构造了一个模糊控制器。
3.
Second,properties of 40 fuzzy implication operators and 40 fuzzy circle-multiplications operators are discussed, a method to construct fuzzy circle-multiplications by using the knowable fuzzy implication operator is given.
先讨论伴随对定义及其等价条件,给出伴随对存在的一个充分条件;其次讨论40个模糊蕴涵算子和40个模糊圈乘算子的性质,并给出由模糊蕴涵算子构造模糊圈乘算子的方法;最后讨论40个算子对构成伴随对的情况。
3) fuzzy implication operators
模糊蕴涵算子
1.
Fuzzy Systems Constructed by Some Fuzzy Implication Operators and Their Approximability;
由后件单增模糊蕴涵算子构造的一类模糊系统及其逼近特性
2.
This paper establishes a series of equations on IFS inclusion degrees by using fuzzy implication operators and set cardinal numbers,reveals the relationship between inclusion degrees and similarity measures and proposes an inclusion degree based IFS similarity measure.
借助模糊蕴涵算子和集合基数,建立了IFS包含度的一系列具体公式,揭示了IFS包含度与相似度的关系,提出了一种基于包含度的IFS相似度量方法,并以具体算例表明该方法不仅可以解决中部分存在的问题,而且为研究IFS相似度量理论开辟一个新的途径。
3.
A class of fuzzy controllers which is constructed by 9 adjoint pairs of some fuzzy implication operators was considered.
考虑了分别由9个模糊蕴涵算子的伴随对构造的模糊控制器。
4) FIOs
模糊蕴涵算子
1.
FUZZY IMPLICATION OPERATORS AND THEIR CONSTRUCTION(Ⅳ): DUAL OPERATORS OF FIOs;
模糊蕴涵算子及其构造(Ⅳ)——模糊蕴涵算子的对偶算子
2.
FUZZY IMPLICATION OPERATORS AND THEIR CONSTRUCTION (Ⅲ):FIOs CONSTRUCTED BY TRIANGULAR NORMS OR CO-TRIANGULAR NORMS;
模糊蕴涵算子及其构造(Ⅲ)——由三角模或余三角模构造的模糊蕴涵算子
3.
First,the performance about fuzzy controller and its response function are analyzed,then information measure requirement of fuzzy implication operations(briefly written as FIOs) and relation reappearing algorithm in fuzzy reasoning are discussed.
给出若干实例,试图从这3个方面提出选用模糊蕴涵算子的参考。
6) intuitionistic implication operators
直觉模糊蕴涵算子
补充资料：几何学模糊度
几何学模糊度
放射学术语。由X线管有效焦点大小，即由几何投影因素所产生的照片模拟、影像边界的不锐利程度，又称半影。几何学模糊度(Hf)是X线成像技术中影像模糊的最主要成因。几何模糊度与有效焦点(F)成正比，与物-片距(c)成正比，与靶-物距成反比。若用公式表示，几何学模糊度的值为：Hｆ=〓〓ｃ〓〓ｂ-ｃ〓〓F(b代表靶-片距)。焦点的大小对产生影像半影的关系很大，用小焦点或微焦点可提高照片的清晰度。例如，放大摄影时C值增加，若用小焦点X线管投照则可弥补由于物-片距增加而增加的几何学模糊度。
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