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Comparative Performance of Contradictory and Non-Contradictory Judgement Matrices in AHP Under Qualitative and Quantitative Metrics

机译:定性和定量指标下AHP中矛盾和非矛盾判断矩阵的比较性能

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摘要

Over the years, although AHP has proved its success in various diverse fields, many authors in the literature have also shown its shortcomings, often called as criticisms of AHP. One such criticism is allowing the consideration of contradictory judgement matrices. Such matrices violate the principle of ordinal transitivity and thus there does not exist any ranking of corresponding decision elements which satisfy all the judgements. In this paper, the results of our investigation towards measuring this criticism are further explored and discussed by comparing the quality of priority vector of contradictory judgement matrices and non-contradictory judgement matrices under Rank Reversals and the common frame work of "aggregated deviation". The results further strengthen the notion of contradictory judgement matrices as a strong criticism of AHP for higher order judgement matrices and necessitate some proper avoidance (if not elimination) procedure for them.
机译:多年来,尽管AHP已在各种不同领域证明了其成功,但文献中的许多作者也显示了其缺点,通常被称为对AHP的批评。一种这样的批评是允许考虑矛盾的判断矩阵。这样的矩阵违反了有序传递性的原理,因此不存在满足所有判断的相应决策元素的任何排名。在本文中,我们通过比较等级逆转下的矛盾判断矩阵和非矛盾判断矩阵的优先级向量的质量以及“汇总偏差”的通用框架,进一步探讨和讨论了我们对这种批评的测量结果。结果进一步强化了矛盾判断矩阵的概念,因为它强烈批评AHP对高阶判断矩阵,并有必要对其进行适当的规避(如果不能消除的话)。

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