周谧  (教授)

博士生导师 硕士生导师

出生日期:1983-01-03

电子邮箱:

入职时间:2010-03-01

所在单位:管理学院

学历:博士研究生毕业

办公地点:管理学院新大楼1105室

性别:男

联系方式:zhoumi@hfut.edu.cn

学位:博士学位

在职信息:在职

毕业院校:合肥工业大学

学科:工商管理其他专业
管理科学与工程其他专业

An ordinal-cardinal consensus adjustment allocation mechanism for large-scale group decision making based on the consistency of distributed preference relations under fuzzy uncertainty

点击次数:

DOI码:10.1016/j.cie.2024.110504

发表刊物:Computers & Industrial Engineering(中科院一区,FMS B类)

关键字:Large-scale group decision making; Order consistency; Ordinal-cardinal consensus; Consensus adjustment allocation; Multi-weighted Shapley function; Fuzzy uncertainty

摘要:Large-scale group decision making (LSGDM) problem is common in real life. With the increase in the number of alternatives and the limited rationality of human beings, consistency problem is inevitable when pairwise comparison method is used. We propose an improved consistency calculation approach to generate consistent distributed preference relations (DPRs), which adopts adjacent score intervals to calculate the score intervals of non-adjacent alternative pairs. By using optimization model, the initial DPR is preserved as much as possible on the premise of order consistency. As for the consensus analysis, the concept of relationship-possibility degree is defined to capture the ignorance and fuzzy uncertainty in assessments. An ordinal consensus measure method considering absolute position difference and relative position dissimilarity with relationship-possibility degree is proposed. Ordinal-cardinal consensus adjustment model based on DPR is then constructed to obtain the minimum consensus adjustment of decision makers or subgroups coalition which are considered as coalition payoff. In addition, to distribute the ordinal-cardinal minimum consensus adjustment reasonably, we construct a twostage consensus adjustment allocation mechanism adopting the improved multi-weighted Shapley function in the cooperative game. Several optimization models are constructed to obtain the adjusted DPRs of decision makers or subgroups. Finally, an illustrative example is presented to demonstrate the validity of the proposed method in dealing with the decision problems of product development engineering. It is expected to make the LSGDM procedure in a more intelligent way.

合写作者:Jia-Li Hu,Xin-Yu Fan,Ba-Yi Cheng,Xin-Bao Liu

第一作者:Mi Zhou(通讯作者)

论文类型:期刊论文

学科门类:管理学

文献类型:J

期号:197

页面范围:110504

是否译文:

发表时间:2024-08-17

收录刊物:SCI

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