An Alternative Consensus Measure Based on the Gini Index for Group Decision-Making Problems
Measuring agreement among participants in group decision-making problems is critical to such processes. This paper introduces a novel consensus index derived from the Gini coefficient, which avoids the need for traditional aggregation matrices, simplifying calculations while maintaining robustness....
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| Vydané v: | Journal of Advanced Computational Intelligence and Intelligent Informatics Ročník 29; číslo 2; s. 379 - 388 |
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| Hlavní autori: | , , , , |
| Médium: | Journal Article |
| Jazyk: | English |
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Tokyo
Fuji Technology Press Ltd
20.03.2025
富士技術出版株式会社 Fuji Technology Press Co. Ltd |
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| ISSN: | 1343-0130, 1883-8014 |
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| Abstract | Measuring agreement among participants in group decision-making problems is critical to such processes. This paper introduces a novel consensus index derived from the Gini coefficient, which avoids the need for traditional aggregation matrices, simplifying calculations while maintaining robustness. The proposed Gini Consensus Index demonstrates properties of reciprocity and boundedness, making it a reliable alternative to traditional distance-based measures. Through a comparative statistical analysis using the Wilcoxon test, the GCI performed similarly to established methods but with computational advantages and enhanced stability. These features make it a promising tool for consensus evaluation in fuzzy preference frameworks. |
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| AbstractList | Measuring agreement among participants in group decision-making problems is critical to such processes. This paper introduces a novel consensus index derived from the Gini coefficient, which avoids the need for traditional aggregation matrices, simplifying calculations while maintaining robustness. The proposed Gini Consensus Index demonstrates properties of reciprocity and boundedness, making it a reliable alternative to traditional distance-based measures. Through a comparative statistical analysis using the Wilcoxon test, the GCI performed similarly to established methods but with computational advantages and enhanced stability. These features make it a promising tool for consensus evaluation in fuzzy preference frameworks. |
| Author | Trillo José Ramón Pérez Ignacio Javier Tapia Juan Miguel Del Moral María José Tapia-García Cristobal |
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| SubjectTerms | Agreements Decision making distance functions fuzzy preference relations Gini coefficient group decision-making Informatics Preferences Statistical analysis Wilcoxon tests |
| Title | An Alternative Consensus Measure Based on the Gini Index for Group Decision-Making Problems |
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