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Original Articles

A linear programming model to reduce rank violations while eliciting preference from pairwise comparison matrix

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Pages 1512-1523 | Received 11 Apr 2016, Accepted 16 Nov 2017, Published online: 30 Jan 2018

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Decui Liang, Adjei Peter Darko, Zeshui Xu & Yinrunjie Zhang. (2020) Partitioned fuzzy measure-based linear assignment method for Pythagorean fuzzy multi-criteria decision-making with a new likelihood. Journal of the Operational Research Society 71:5, pages 831-845.
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Articles from other publishers (7)

László Csató. (2024) How to choose a completion method for pairwise comparison matrices with missing entries: An axiomatic result. International Journal of Approximate Reasoning 164, pages 109063.
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Wenfeng Zhu, Hengjie Zhang & Jing Xiao. (2023) Coming to Consensus on Classification in Flexible Linguistic Preference Relations: The Role of Personalized Individual Semantics. Group Decision and Negotiation.
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Jiancheng Tu, Zhibin Wu & Witold Pedrycz. (2023) Priority ranking for the best-worst method. Information Sciences 635, pages 42-55.
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Rong Yuan, Zhibin Wu & Jiancheng Tu. (2023) Large-scale group decision-making with incomplete fuzzy preference relations: The perspective of ordinal consistency. Fuzzy Sets and Systems 454, pages 100-124.
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Jiancheng Tu & Zhibin Wu. (2022) H-Rank Consensus Models for Fuzzy Preference Relations Considering Eliminating Rank Violations. IEEE Transactions on Fuzzy Systems 30:6, pages 2004-2018.
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Zhibin Wu & Jiancheng Tu. 2022. Proceedings of the Sixteenth International Conference on Management Science and Engineering Management – Volume 1. Proceedings of the Sixteenth International Conference on Management Science and Engineering Management – Volume 1 292 306 .
Haomin Wang, Yi Peng & Gang Kou. (2021) A two-stage ranking method to minimize ordinal violation for pairwise comparisons. Applied Soft Computing 106, pages 107287.
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