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[AlgorithmRI

Description: C#平台下的随机一致性指标RI计算,主要是对大学数学建模层次分析法章节RI计算部分内容的实现。-C# Platform random consistency index RI calculation, mainly for the University of mathematical modeling AHP RI chapter of the realization of part of the contents of the calculation.
Platform: | Size: 47104 | Author: 陈佳 | Hits:

[matlabsuiji

Description: 随机一致性指标问题-Matlab实验课程学习资料,附源码-Random consistency index problem-Matlab experimental course learning materials, with a source
Platform: | Size: 241664 | Author: 楚辰 | Hits:

[OtherAHP(RI)

Description: 层次分析法(AHP)是进行评估的一种常用方法,其中层次分析法中求随机一致性指标是该方法的关键一步。本程序即实现的求解PI的程序-AHP is a common method of assessment, in which AHP seek random consistency index is a key step in the method. This procedure that is implemented procedures for solving PI
Platform: | Size: 1024 | Author: 李森 | Hits:

[Mathimatics-Numerical algorithmsRI

Description: n=2~30时的n阶矩阵的随机一致性指标RI-n = 2 ~ 30 when the n-order matrix of the random consistency index RI
Platform: | Size: 1024 | Author: wang yu kun | Hits:

[matlabCorporate-profits-reasonable-use

Description: 运用幂法求解矩阵的最大特征值、特征向量、一致性指标和随机一致性比率。-Using the power method to solve the largest eigenvalue matrix, eigenvector, consistency index and random consistency ratio.
Platform: | Size: 1024 | Author: 袁骏杰 | Hits:

[Windows DevelopAAHPRIn

Description: 层次分析法(AHP)是进行评估的一种常用方法,其中层次分析法中中求随机一致性指标是该方法的关键一步。本程序即实现的求解PI的程序 -The Analytic Hierarchy Process (AHP) is a commonly used method for assessing, in which the analytic hierarchy random consistency index by law is a key step of the method. This program namely solving the PI program
Platform: | Size: 1024 | Author: yeyu | Hits:

[Program docRI

Description: 在层次分析法建模中,随机一致性指标用于检验矩阵的一致性,但一般参考书中只给出n=1-9或n=1-11的随机一致性指标。本文将讨论如何求取n为任意数的随机一致性指标。-In the analytic hierarchy process modeling, the random consistency index is used to test the consistency of the matrix, n = 1-9 or n = 1-11 random consistency index is given only general reference books. This article will discuss how to strike a random consistency index n is any number.
Platform: | Size: 15360 | Author: 刘希龙 | Hits:

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