1)  GM model
灰数模型
2)  grey number
灰数
1.
The grey number decision making based on TOPSIS and subordinate function;
基于TOPSIS和隶属函数的灰数决策模型
2.
Using grey number to express decision information is reasonable.
用灰数表示决策信息是合理的。
3.
Two kinds of discrete grey numbers whose whiting may be consistent (or opposite) and should be consistent in order (or opposite in order) were defined, and their relationship was pointed out.
定义了取数一致(或取数相反)和取数顺序一致(或取数顺序相反)的离散灰数,指出了两者之间的关系。
3)  pan-grey number
泛灰数
4)  interval grey numbers
区间灰数
1.
Based on the general dynamic programming,in the grey dynamic programming model combined with the grey theory,the runoff is described by the interval grey numbers.
利用区间灰数描述径流,在普通动态规划的基础上融合了灰理论的灰色动态规划模型,综合了确定型动态规划方法和随机型动态规划方法的优点,为水库调度的动态规划应用研究提供了新的思路。
2.
Based on grey idea and game theory,this paper analyzes uncertain factors on conflicted vehicles at the entrances of expressways,presents that the conflicted vehicles when choosing strategies are restrained by interval grey numbers,and establishes zero and grey game model for conflicted vehicles.
基于灰色思想和博弈理论分析高速公路入口冲突车辆受到的不确定性因素,提出冲突车辆选择策略时受到区间灰数的约束,建立冲突车辆的零和灰色博弈模型。
5)  interval grey number
区间灰数
1.
A kind of order relations of interval grey number via kenning degree;
确认度意义下区间灰数的一种序关系
2.
Aiming at the defects of the traditional fuzzy synthetic judging method,the method for carrying out evaluation on the scheme of mechanical design by the use of Vague set and interval grey number was presented.
针对传统模糊综合评判方法的缺陷,给出了利用Vague集及区间灰数对机械设计方案进行评价的方法;将灰色系统理论引入方案的多指标模糊决策,形成了基于Vague集的灰色机械设计方案决策模型。
3.
The conceptions of the superiority,inferiority and equipollence position degrees of the interval grey number were defined,and it was proved that the sum of three position degrees for a certain interval grey number related to another grey number is 1,and that the relation set of the position degrees is a whole order set of the in.
运用灰色系统思想和系统工程的理论,揭示了人们在灰信息条件下的博弈心理与博弈决策规则;提出了区间灰数的优势、均势和劣势的概念;证明了与某一区间灰数相对的另一区间的各种灰数势之和为1,且灰数势大小关系的集合是一个全序集。
6)  grey numeral sequence
灰数序列
参考词条
补充资料:灰箱模型
分子式:
CAS号:

性质:“灰箱”意指内部机理部分已知的系统,“灰箱”模型是依据系统的输入/输出和部分已知的内部机理建立的模型。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。