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乘性一致性
相关语句
  multiplicative consistency
     Some properties of fuzzy judgment matrix with multiplicative consistency are proved. A method for identifying the degree of additive consistency of a fuzzy judgment matrix is presented. An approach for improving additive consistency of a fuzzy judgment matrix is given.
     证明乘性一致性模糊判断矩阵的若干性质 ,给出一个判别模糊判断矩阵加性一致性程度的指标 ,提出一种改进模糊判断矩阵加性一致性的方法 ,并用算例作说明。
短句来源
     After giving the concetps of additive consistency and multiplicative consistency of fuzzy judgment matrix, we propose two kinds of approach for determining the priority weight vector of fuzzy judgment matrix. In the first kind of approach, a consistent fuzzy judgment matrix or a fuzzy judgment matrix with satisfactory consistency is transformed into an AHP judgment matrix, and the priority weight vector of the AHP judgment matrix is regarded as that of the fuzzy judgment matrix.
     在给出模糊判断矩阵的加性一致性和乘性一致性概念的基础上,提出了确定模糊判断矩阵排序向量的两类方法,第1类方法是先将一致性或具有满意一致性的模糊判断矩阵转化为AHP判断矩阵,然后将后者的排序向量作为前者的排序向量;
短句来源
     Based on the transformation between interval number reciprocal judgment matrix and interval number complementary judgment matrix,this paper proposes the definitions of additive consistency and multiplicative consistency for interval number complementary judgment and correlative definitions as well,and studies the particular proprieties of the consistency interval number judgment matrix.
     利用区间数互反判断矩阵与区间数互补判断矩阵之间的转换关系,给出了乘性一致性与加性一致性区间数互补判断矩阵的定义,并研究了一致性区间数判断矩阵的一些特殊性质;
短句来源
  “乘性一致性”译为未确定词的双语例句
     This paper has studied the consistency of multiplication and ranking problem based on linguistic judgment matrix.
     研究语言判断矩阵的乘性一致性及方案排序问题。
短句来源
  相似匹配句对
     This paper has studied the consistency of multiplication and ranking problem based on linguistic judgment matrix.
     研究语言判断矩阵的一致及方案排序问题。
短句来源
     Imagination about Sex
     ,着想象的翅膀
短句来源
     Discussions about the Meanings of "Cheng"(乘)
     释“
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     Q&A on Sex
     问答
短句来源
     Q&A on Sex
     问答
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Some properties of fuzzy judgment matrix with multiplicative consistency are proved. A method for identifying the degree of additive consistency of a fuzzy judgment matrix is presented. An approach for improving additive consistency of a fuzzy judgment matrix is given. This approach is illustrated through a numerical example.

证明乘性一致性模糊判断矩阵的若干性质 ,给出一个判别模糊判断矩阵加性一致性程度的指标 ,提出一种改进模糊判断矩阵加性一致性的方法 ,并用算例作说明。

After giving the concetps of additive consistency and multiplicative consistency of fuzzy judgment matrix, we propose two kinds of approach for determining the priority weight vector of fuzzy judgment matrix. In the first kind of approach, a consistent fuzzy judgment matrix or a fuzzy judgment matrix with satisfactory consistency is transformed into an AHP judgment matrix, and the priority weight vector of the AHP judgment matrix is regarded as that of the fuzzy judgment matrix. In the second kind of approach,...

After giving the concetps of additive consistency and multiplicative consistency of fuzzy judgment matrix, we propose two kinds of approach for determining the priority weight vector of fuzzy judgment matrix. In the first kind of approach, a consistent fuzzy judgment matrix or a fuzzy judgment matrix with satisfactory consistency is transformed into an AHP judgment matrix, and the priority weight vector of the AHP judgment matrix is regarded as that of the fuzzy judgment matrix. In the second kind of approach, the priority weight vector is calculated directly from a consistent fuzzy judgment matrix or a fuzzy judgment matrix with satisfactory consistency. Finally, some examples are presented to illustrate the approaches.

在给出模糊判断矩阵的加性一致性和乘性一致性概念的基础上,提出了确定模糊判断矩阵排序向量的两类方法,第1类方法是先将一致性或具有满意一致性的模糊判断矩阵转化为AHP判断矩阵,然后将后者的排序向量作为前者的排序向量;第2类方法是直接由一致性或具有满意一致性的模糊判断矩阵计算排序向量。最后进行了算例分析。

Proprieties of interval number complementary judgment matrix have been studied.Based on the transformation between interval number reciprocal judgment matrix and interval number complementary judgment matrix,this paper proposes the definitions of additive consistency and multiplicative consistency for interval number complementary judgment and correlative definitions as well,and studies the particular proprieties of the consistency interval number judgment matrix.At the same time,it also puts forward a simple...

Proprieties of interval number complementary judgment matrix have been studied.Based on the transformation between interval number reciprocal judgment matrix and interval number complementary judgment matrix,this paper proposes the definitions of additive consistency and multiplicative consistency for interval number complementary judgment and correlative definitions as well,and studies the particular proprieties of the consistency interval number judgment matrix.At the same time,it also puts forward a simple algorithm that can judge whether an interval number complementary has the propriety of satisfied transitivity.Finally,the algorithm is illustrated by a numerical example,the result of which is feasible and effective.

研究了区间数互补判断矩阵的性质问题。利用区间数互反判断矩阵与区间数互补判断矩阵之间的转换关系,给出了乘性一致性与加性一致性区间数互补判断矩阵的定义,并研究了一致性区间数判断矩阵的一些特殊性质;同时给出了区间数互补判断矩阵满意一致性的一个简单的判断方法与算法。文章的最后,通过一个例子来说明这个算法的有效性。

 
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