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 广义模糊一致性矩阵
 generalized fuzzy consistent matrix
 Generalized Fuzzy Consistent Matrix and its Priority Method 广义模糊一致性矩阵及其排序方法 短句来源 This paper gives concepts of generalized fuzzy consistent matrix and rank transitive fuzzy complementary judgement matrix, etc. , and presents a method for priority of generalized fuzzy consistent matrix. 给出了广义模糊一致性矩阵 ,序传递模糊互补判断矩阵等新概念 ,提出了广义模糊一致性矩阵的一种排序方法 ,并详细研究了它的一些优良性质。 短句来源 The generalized fuzzy consistent matrix and its priority method will be of great practical appeal and application potential in many areas such as the hierarchy analytic process, fuzzy complex evaluation, etc. 广义模糊一致性矩阵及其排序方法在层次分析、模糊综合评判等诸多领域将有着广泛的应用前景。 短句来源
 generalized fuzzy consistent matrix
 Generalized Fuzzy Consistent Matrix and its Priority Method 广义模糊一致性矩阵及其排序方法 短句来源 This paper gives concepts of generalized fuzzy consistent matrix and rank transitive fuzzy complementary judgement matrix, etc. , and presents a method for priority of generalized fuzzy consistent matrix. 给出了广义模糊一致性矩阵 ,序传递模糊互补判断矩阵等新概念 ,提出了广义模糊一致性矩阵的一种排序方法 ,并详细研究了它的一些优良性质。 短句来源 The generalized fuzzy consistent matrix and its priority method will be of great practical appeal and application potential in many areas such as the hierarchy analytic process, fuzzy complex evaluation, etc. 广义模糊一致性矩阵及其排序方法在层次分析、模糊综合评判等诸多领域将有着广泛的应用前景。 短句来源

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 This paper gives concepts of generalized fuzzy consistent matrix and rank transitive fuzzy complementary judgement matrix, etc., and presents a method for priority of generalized fuzzy consistent matrix. Its desirable properties are studied and its feasibility and effectiveness are also demonstrated by a numerical example. The generalized fuzzy consistent matrix and its priority method will be of great practical appeal and application potential in... This paper gives concepts of generalized fuzzy consistent matrix and rank transitive fuzzy complementary judgement matrix, etc., and presents a method for priority of generalized fuzzy consistent matrix. Its desirable properties are studied and its feasibility and effectiveness are also demonstrated by a numerical example. The generalized fuzzy consistent matrix and its priority method will be of great practical appeal and application potential in many areas such as the hierarchy analytic process, fuzzy complex evaluation, etc. 给出了广义模糊一致性矩阵 ,序传递模糊互补判断矩阵等新概念 ,提出了广义模糊一致性矩阵的一种排序方法 ,并详细研究了它的一些优良性质。通过算例说明了其可行性和有效性。广义模糊一致性矩阵及其排序方法在层次分析、模糊综合评判等诸多领域将有着广泛的应用前景。
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