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

Group Evidential Reasoning Approach for MADA under Fuzziness and Uncertainties

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影响因子:1.736

发表刊物:International Journal of Computational Intelligence Systems (IF: 1.736)

关键字:Evidential reasoning; Fuzzy weight; Interval utility; α-cut; Multiple attribute decision analysis.

摘要:Multiple attribute decision analysis (MADA) problems often include both qualitative and quantitative attributes which may be either precise or inaccurate. The evidential reasoning (ER) approach is one of reliable and rational methods for dealing with MADA problems and can generate aggregated assessments from a variety of attributes. In many real world decision situations, accurate assessments are difficult to provide such as in group decision situations. Extensive research in dealing with imprecise or uncertain belief structures has been conducted on the basis of the ER approach, such as interval belief degrees, interval weights and interval uncertainty. In this paper, the weights of attributes and utilities of evaluation grades are considered to be fuzzy numbers for the ER approach. Fuzzy analytic hierarchy process (FAHP) is used for generating triangular fuzzy weights for attributes from a triangular fuzzy judgment matrix provided by an expert. The weighted arithmetic mean method is proposed to aggregate the triangular fuzzy weights of attributes from a group of experts. α-cut is then used to transform the combined triangular fuzzy weights to interval weights for the purpose of dealing with the fuzzy type of weight and utility in a consistent way. Several pairs of group evidential reasoning based nonlinear programming models are then designed to calculate the global fuzzy belief degrees and the overall expected interval utilities of each alternative with interval weights and interval utilities as constraints. A case study is conducted to show the validity and effectiveness of the proposed approach and sensitivity analysis is also conducted on interval weights generated by different α-cuts.

合写作者:Xinbao Liu,JianboYang,Chang Fang

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

卷号:6

期号:3

页面范围:423-441

是否译文:

发表时间:2013-03-01

收录刊物:SCI

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