1) generalized weighted distance
广义加权距离
1.
According to fuzzy idealsolutionand generalized weighted distance, the group consistence and group inconsistence aredefined, and the fuzzy multiple attribute decision-making model on the trapezoid fuzzy number is established.
在假设属性指标都是梯形模糊数的状态下,针对模糊多属性群体决策问题,对原多维偏好分析线性规划法进行改进,利用模糊理想解法和广义加权距离,定义群一致度和群不一致度,建立了基于梯形模糊数的多属性多维偏好群体决策模型。
2) general weighted length
加权广义权距离
1.
Based on the general weighted length, combined with the level characteristic value, a new method is put forward to evaluate the environmental noise of railway with fuzzy.
以加权广义权距离概念为基础 ,结合噪声污染级别特征值法提出一种铁路环境噪声评价的新方法。
3) generalized distance of weight
权广义距离
1.
By usage of generalized distance of weight, assessment results are more dispersed, so that the risk grades are easier to be distinguished.
采用基于权广义距离平方和最小的模糊模式识别模型,使得评价结果离散性明显增强,增大了危险等级的区分度。
4) generalized distance
广义距离
1.
In order to use the ants system successfully,the generalized distance conception is brought forward.
提出了广义距离的概念 ,并给出了功能载体知识库的建立和利用相似理论求解广义距离的方法。
2.
, the secondary 45° rotated square encoding and the tertiary generalized distance encoding.
首先引入常规外切正方形一次编码技术 ,然后提出旋转 4 5°外切正方形二次编码和广义距离三次编码两种新的编码技术 。
3.
A generalized distance coefficient based on information theory was given.
给出了一种基于信息理论的广义距离系数。
5) general metric
广义距离
1.
In this paper we discussed the completeness and separability of a noncompact fuzzy number general metric space.
讨论了非紧模糊数空间上广义距离d_p,0
2.
Firstly, a general metric is defined on noncompact fuzzy number space and its completeness and separability are proved.
作为理论基础，本文首先在非紧模糊数集上引入广义距离并证明了其完备性与可分性；其次，本文比较了几种非紧模糊随机变量的定义，其结果表明文中提到的几种非紧模糊随机变量就可测性而言是相同的；再次，讨论了非紧模糊随机变量的方差、协方差及其性质；最后初步涉及非紧模糊随机过程的理论。
6) group broad sense Hamming weight distance
群体广义海明权距离
1.
The concept of group broad sense Hamming weight distance is introduced.
将用于个人的多目标决策的广义海明权距离法推广到群体多目标决策情形 ,利用工程模糊集理论中相对优属度的定义 ,引入群体广义海明权距离概念 ,提出了解决群体多目标决策问题的方法 。
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参考词条