Two-Stage Heterogeneous Noncooperative Behavior for Consensus in Large-Scale Group Decision Under Fuzzy Distributed Preference Relation

偏好关系 一致性(知识库) 偏爱 模糊逻辑 计算机科学 群体决策 关系(数据库) 度量(数据仓库) 过程(计算) 群(周期表) 可靠性(半导体) 质量(理念) 鉴定(生物学) 数学优化 数学 模糊集 人工智能 结果(博弈论) 决策支持系统 订单(交换) 电子邮件 学位(音乐) 常量(计算机编程) 加权算术平均数 数据挖掘
作者
Xinyu Fan,Mi Zhou,Bayi Cheng,Jian Wu,Hamido Fujita
出处
期刊:IEEE Transactions on Fuzzy Systems [Institute of Electrical and Electronics Engineers]
卷期号:33 (11): 4003-4016 被引量:6
标识
DOI:10.1109/tfuzz.2025.3608025
摘要

Large-scale multiattribute group decision making (LS-MAGDM) is common in practice. How to apply it and form a consistent solution has become a hot topic in decision science research. The evaluation information expression and experts’ behaviors formed during decision-making process have been shown to have important impact for reaching consensus. Based on this, consensus reaching process for LS-MAGDM considering opinion leaders and two-stage heterogeneous noncooperative behavior is proposed. First, we define cardinal consistency of fuzzy distributed preference relation (FDPR) based on additive consistency. The FDPR score calculation method satisfying additive consistency is presented. Second, we put forward the identification method of opinion leaders. Starting from social network and evaluation information, the concepts of authority, stability, professionalism, and reliability are defined and combined to measure expert’s leadership ability. Then, the multiobjective optimization model is constructed to identify opinion leader in each subgroup. Finally, consensus reaching models based on two-stage heterogeneous noncooperative behavior are proposed. noncooperative degree is introduced to measure noncooperative behavior of experts or subgroups. Different feedback mechanisms and noncooperative behavior management methods are applied to both the intra-subgroup and inter-subgroup consensus reaching stages. Finally, the feasibility of this method is verified by a case study of remanufacturer quality assessment and comparative analysis with some State-of-the-Art methods.
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