1)Interval judgment matrix区间数判断矩阵
1.Interval number rather than a specific valueis introduced to judge the weightiness between two factors,then Interval judgment matrix is constructed and probability distribution methodis utilizedtoinvestigate the ordering of chief combination weight of target layer based on factors of the lowest layer.针对航道通航环境评估指标的复杂性、模糊性和不确定性,引入不确定层次分析法AHP(Analytic Hierarchy Process),以区间数代替确定值对两因素之间的相对重要性做出判断,建立区间数判断矩阵,利用概率分布法对各最底层元素关于目标层的总组合权重进行排序。
2.The evaluation index hierarchy for radar netting s effectiveness evaluation was presented,and some definitions of the interval judgment matrix were introduced.把拓展的模糊层次分析方法AHP(Analytic Hierarchy Process)引入雷达组网系统效能评估领域,提出了组网雷达作战效能评价指标层次,根据区间数判断矩阵的有关概念,得到了区间数判断矩阵排序权向量或综合评价值的计算方法,利用概率分布法对各最底层元素关于最高层准则的总组合权重进行排序。
3.We discuss the properties of an interval judgment matrix with transitivity and propose a sufficient and necessary condition that a consistent interval judgment matrix is of transitivity.讨论了具有序传递性的区间数判断矩阵的性质,给出了一致性区间数判断矩阵具有序传递性的一个充要条件。
英文短句/例句
1.Research on consistency and recursive priority of an interval number complementary judgment matrix;区间数判断矩阵满意一致性递推排序方法研究
2.A New Method on Group Decision-Making with Interval-Number Judgment Matrices;一种基于区间数判断矩阵的群决策新方法
3.Risk Evaluation of Air Traffic Management Based on the Interval Number Judgment Matrix基于区间数判断矩阵的民航空管运行管理风险评估
4.Theoretical Study on Interval Number Complementary Judgement Matrix;区间数互补判断矩阵的理论问题研究
5.Topological Sorting Method of Interval Number Complementary Judgment Matrix;区间数互补判断矩阵的拓扑排序方法
6.Research the Priority Theory of Interval Numbers, Triangular Fuzzy Numbers and Their Judgment Matrices;区间数、三角模糊数及其判断矩阵排序理论研究
7.Research on the consistency and the priority method of interval number complementary judgment matrix;区间数互补判断矩阵的一致性和排序方法
8.On Consistency of Expert Group s Judgments Based on Decision Matrices in Form of Interval Numbers;基于区间数决策矩阵的专家群体判断一致性
9.Research on Consistency and Priority of Interval Number Complementary Judgment Matrix;区间数互补判断矩阵的一致性及其排序研究
10.Research on Proprieties and the Corresponding Problems of Interval Number Complementary Judgment Matrices;区间数互补判断矩阵的性质及相关问题研究
11.Research on compatibility of interval numbers and compatibility of interval number complementary judgement matrices;区间数的相容性与区间数互补判断矩阵的相容性研究
12.Research on Consistency of Interval Judgement Matrices in Group AHP;群组AHP中区间判断矩阵的一致性研究
13.General matrix algorithm for fault section detection in distribution system配电网故障区间判断的通用矩阵算法
14.Study on Some Prolems in Multiple Attribute Decision Making Based on Interval Complementary Judgement Matrices;基于区间数互补判断矩阵的多属性决策若干问题研究
15.Study on Consistency of Expert Group s Judgments Based on Interval Numbers Desision Matrices;关于区间数决策矩阵的专家群体判断共识性研究
16.An Aggregation Method for Group Preference Information of Interval Number Complementary Judgement Matrices;群组区间数互补判断矩阵偏好信息的一种集结方法
17.A Method for Determining Ranking Weights of Interval Numbers Judgment Matrices Based on Error Analysis一种基于误差分析的区间数互反判断矩阵的排序方法
18.Linear goal programming method for priorities of interval hybrid judgement matrix;区间混合判断矩阵排序的线性目标规划法
相关短句/例句
interval number judgment matrix区间数判断矩阵
1.Similar-consistency of the interval number judgment matrix and its modified IEM arithmetic;区间数判断矩阵的准一致性及其修正IEM算法
2.The correlative theory and applied objects of uncertain type of AHP are introduced,and then the optimal transitive matrix method is chosen to calculate the interval number judgment matrix,which makes the weights of indices more reliable and accurate.介绍了不确定型层次分析法的相关理论和应用对象,在众多计算区间数判断矩阵的方法中,经过对比分析选用了最优传递矩阵理论,因为其计算结果精确可靠。
3.The probability of interval number is considered,and the uncertain degree is assessed,by means of the theory of error transferring,a new method for calculating weights in interval number judgment matrix is proposed in this paper.对区间数服从不同概率分布时所产生的不确定度进行了评定,结合误差传递理论,提出了计算区间数判断矩阵权重的一种新方法。
3)interval number judgement matrix区间数判断矩阵
1.The Rectification Method and Sequencing Algorithm of The Inconsistent Interval Number Judgement Matrix;不一致区间数判断矩阵的校正及其排序算法
4)interval comparison matrix区间数判断矩阵
1.On the base of geometric consistency index,the definition of satisfactory consistency for the interval comparison matrix is proposed.以几何一致性指标为基础,给出了区间数判断矩阵具有满意一致性的概念和判别方法;对具有满意一致性的区间数判断矩阵建立了两个数学规划模型,决策者可以根据自己对排序权值的要求选择相应的模型求解排序权值。
5)interval number complementary judgement matrix区间数互补判断矩阵
1.Then,a compatibility index of interval number judgement matrices is presented,and according to the characteristics of interval number complementary judgement matrix,a criterion to measure the compatibility of interval number complementary judgement matrices is also provided.首先给出了衡量区间数相容性的一个指标,并对区间数的相容性进行了详细研究,然后给出了衡量区间数判断矩阵相容性的一个指标,接着根据区间数互补判断矩阵的特点,又给出了衡量区间数互补判断矩阵相容性的准则。
2.In this paper we give three ranking model based on normalization of interval weights of interval number complementary judgement matrix.给出了三种基于权重向量归一化的区间数互补判断矩阵的排序方法。
3.The concepts of interval number complementary judgement matrix, mean complementary judgement matrix and deviation matrix are defined, and a priority method based on possibility and error analysis for interval number complementary judgement matrix is proposed.给出了区间数互补判断矩阵、均值互补判断矩阵、偏差矩阵等概念 ,基于可能度和误差分析 ,提出了区间数互补判断矩阵的一种排序方法。
6)interval number complementary judgment matrix区间数互补判断矩阵
1.Research on the consistency and the priority method of interval number complementary judgment matrix;区间数互补判断矩阵的一致性和排序方法
2.There is few research on properties of interval number complementary judgment matrix in literatures at home and abroad,so the priority approach research is short of the base of corresponding theory.由于目前国内外文献对区间数互补判断矩阵的性质研究较少,从而使得对排序方法的相关研究缺乏理论依据。
延伸阅读
分析判断与综合判断 18世纪德国古典哲学家I.康德的哲学基本概念。他认为，在一切判断中，如果谓项的内容本已暗含在主项中的，是分析判断；如果谓项的内容是从外边加到主项上去的，是综合判断。分析判断的谓项实际就是把主项的一部分内容独立出来说明主项，使主项这一方面的含义更清楚，但并不能给主项增添新的内容，所以又叫解释的判断。这类判断的谓项只要依据矛盾律便能先天地从主项中分析出来，并具有普遍必然性。例如，"一切物体都是具有广延的"，谓项"广延的"，只要分析主项"物体"就必然得到。因为广延属性本来就暗含在主项"物体"这一概念里。综合判断的谓项，原先不在主项里，它是通过经验才加到主项上去的，它能够给主项增添新的内容,所以又叫扩充判断。这类判断,因为它的谓项来自经验，而从经验得来的东西总是属于个别、偶然的，所以不具备普遍必然性。例如"某些物体是有重量的"，谓项"重量"原先不包含在主项"物体"这一概念里,而是由经验提供,然后才联结到主项上去的。它给主项增添了新的内容，但却没有普遍必然性。康德认为，关于这两类判断的区分，虽然在他的前人那里就有了一些"迹象"，但他是"首先用自己的思考来达到这些原理"的。康德关于两类判断的划分，以判断的形式暴露了唯理论和经验论的片面性。唯理论片面坚持理性的分析作用，忽略了经验认识的巨大意义；经验论片面强调经验能提供新内容，忽视了理性的分析作用。他认为，这两种判断都不符合科学知识的要求；科学知识构成的条件应当既有普遍必然性，又能扩充新内容。于是，他提出了先天综合判断，作为一切科学知识的可能条件。康德划分两类判断的思想，是对认识论和形式逻辑的一个贡献，对西方哲学的发展产生了深远的影响。逻辑经验主义所提出的定义和知识两类判断的划分，直接来源于康德。
