2021
DOI: 10.1016/j.ejor.2020.06.014
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Reducing inconsistency measured by the geometric consistency index in the analytic hierarchy process

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Cited by 62 publications
(42 citation statements)
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“…In this regard, it should be highlighted that transitivity thresholds, proposed by Amenta et al (2020a), constitute a useful technique since they provide meaningful information about the degree of misclassification and the reliability of preferences while avoiding the need to revise the judgments. Alternatively, Aguarón et al (2020) have proposed a procedure to reduce the inconsistency measured by the geometric consistency index. Note that the acceptability of the results derived from the paired comparison matrices alone is insufficient, and a hierarchical inconsistency ratio should be calculated by considering the inconsistency ratios of the matrices, the hierarchical structure of the model, and Saaty's experimental formula (Saaty, 1980).…”
Section: The Ahp Methodsmentioning
confidence: 99%
“…In this regard, it should be highlighted that transitivity thresholds, proposed by Amenta et al (2020a), constitute a useful technique since they provide meaningful information about the degree of misclassification and the reliability of preferences while avoiding the need to revise the judgments. Alternatively, Aguarón et al (2020) have proposed a procedure to reduce the inconsistency measured by the geometric consistency index. Note that the acceptability of the results derived from the paired comparison matrices alone is insufficient, and a hierarchical inconsistency ratio should be calculated by considering the inconsistency ratios of the matrices, the hierarchical structure of the model, and Saaty's experimental formula (Saaty, 1980).…”
Section: The Ahp Methodsmentioning
confidence: 99%
“…Here, each index is weighed both objectively and subjectively (Table 2). Inspired by entropy theory [18], each index was weighed by the reciprocal of its divergence. As shown in Table 2, AE and TRR had much greater weights than EUF, that is, the former two change much more violently than EUF.…”
Section: Overall Utility Assessmentmentioning
confidence: 99%
“…The missing elements given by this method can also be used to correct the error elements. The authors of [ 22 ] presented a theoretical framework and a procedure for revising the judgments and improving the inconsistency of an AHP pairwise comparison matrix, when the Row Geometric Mean (RGM) is used as the prioritization procedure and the Geometric Consistency Index (GCI) is the inconsistency measure.…”
Section: Current Workmentioning
confidence: 99%