所属单位：理学院

发表刊物：International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems

关键字：中文关键字：Choquet 积分；多属性决策；2-元；群决策，英文关键字：Choquet integral; multiple attribute decision maki

摘要：The group decision making problem with inter-dependent or interactive attributes is studied. By using the Choquet integral and the inducing variables, we develop the induced 2-tuple correlated averaging (ITCA) operator, the generalized induced 2-tuple correlated averaging (GITCA) operator and the quasi-arithmetic induced 2-tuple correlated averaging (QITCA) operator. The characteristics of the proposed operators are that the evaluation values of decision makers are in linguistic arguments, the correlations among the elements can be reflected and the ordering of the arguments is based on other associated variables instead of their own values. The properties of these operators are studied and new multiple attribute decision making method based on the new operators is proposed. Finally, architecture material supplier selection problem is provided to illustrate the feasibility and efficiency of the proposed method.

备注：杨威,SCI检索，检索号码：000317626700002; 126OH

第一作者：杨威

论文类型：期刊论文

卷号：卷：21

期号：期：2

页面范围：页：175-200

是否译文：否

发表时间：2013-02-01