The consistency of complementary judgment matrices with fuzzy Numbers is studied.
研究带有模糊数的互补判断矩阵的一致性。
The Method for Determining the Posterior Weight of Expert Based on Fuzzy Judgment Matrices;
模糊判断矩阵是决策者在决策中所提供的一种重要的偏好信息。
Study on the adverse judgment problem forgroup decision making based on linguistic judgment matrices;
针对群决策中互补判断矩阵的逆判问题，给出了一种分析方法。
This paper proposes a method which able to modify the no-consistency judgment matrices and its realization on computer.
本文提出对不一致性判断矩阵的修正方法及其在计算机上的实现。
In this paper, a new method is proposed for synthesizing judgment matrices developed individually by different experts.
主要介绍一种多专家判断信息二次合成方法的原理。
Then, the judgment matrices based on triangular fuzzy number are structured, each factor's combination weight is calculated.
然后构造出基于三角模糊数的判断矩阵，并计算出影响库房选择的各因素综合权重；
An method is proposed to analyse the group consensus in group decision making based on multi-granularity linguistic judgment matrices.
针对群决策中基于不同粒度语言判断矩阵形式偏好信息的群体一致性问题，提出了一种分析方法。
In this paper, the theory and the priority method of interval Numbers, triangular fuzzy Numbers and their judgment matrices are analyzed and studied.
在区间数互补判断矩阵一致性的基础上，提出了区间数互补判断矩阵排序的两种新方法。
In this paper, with respect to ranking weights problem of interval Numbers reciprocal judgment matrices, a method is proposed based on error analysis.
在本文中，针对区间数互反判断矩阵的排序问题，提出了一种基于误差分析的排序方法。
This paper presents a simple calculation of ranking on the group judgment matrices and statistics testing method on the consistency of a judgment matrix.
本文提出了群体判断矩阵排序的简便算法和检验判断矩阵一致性的统计检验法。
In application of the analytic hierarchy process (AHP), the judgment matrices would have consistency, but it is difficult to make up a consistency judgment matrices in practice.
应用层次分析法时，要求判断矩阵具有较好的一致性，而在实际应用中很难保证一次构造出具有较好一致性的判断矩阵。
After reviewing lots of literatures at home and abroad on AHP, this paper beginning with the basic step of AHP, then specified the study process of scales and judgment matrices.
本文从介绍层次分析法的基本原理与步骤开始，通过学习与梳理国内外大量文献，对标度和判断矩阵的研究现状与成果进行了全面细致的评述。
With respect to the linguistic pairwise judgment matrices on alternatives provided by experts in group decision making, a decision analysis method based on two tuple is proposed.
针对群决策中专家给出的关于方案两两比较的语言判断矩阵，给出一种基于二元语义的群决策方法。
We derive information from every judgment matrix to determine the personal reliability weight, and then compare the similarity of all judgment matrices to determine the group reliability weights.
本文给出两种利用群决策中专家给出的判断信息确定各专家相对可信度权值的方法。
Then, an analytic method for the consistency between each experts judgment and experts groups judgment is given based on definitions of vectors of interval Numbers decision matrices.
针对群决策中基于区间数决策矩阵形式偏好信息的专家群体判断共识性问题，提出了一种分析方法。
Then we give the judgment theorems and the discernibility matrices of the generalized decision reduction in set-valued decision i…
最后，基于两种关系从集值决策信息系统提取了最优广义决策规则，并进行了讨论。
Then we give the judgment theorems and the discernibility matrices of the generalized decision reduction in set-valued decision i…
最后，基于两种关系从集值决策信息系统提取了最优广义决策规则，并进行了讨论。
应用推荐