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Some issues on properties of the extended IOWA operators in fuzzy group decision making

机译:模糊群决策中扩展IOWA算子性质的若干问题

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Chiclana et al. [Chiclana, F., Herrera-Viedma, E., Herrera, F., Alonso, S. (2007). European Journal of Operational Research 182,383-399] provided some IOWA operators for aggregating the individual fuzzy preference elations. The aim of this work is further to study their desired properties under group decision making problem with fuzzy preference relations. First, it is proved that the collective preference relations obtained by these cases of IOWA operators verified the reciprocity and the consistency properties. Next, the aggregation of individual judgements (AIJ) and the aggregation of individual priorities (AIP) provide the same priorities of alternatives by utilizing the IOWA operators as aggregation procedure and the row arithmetic mean method (RAMM) as prioritization procedure. Additionally, the Consistency IOWA (C-IOWA) operator guarantees that the group consistency degree is no less than the arithmetic mean of all the individual consistency degree. Finally, two illustrative numerical examples are used to verify the developed approaches.
机译:Chiclana等。 [Chiclana,F.,Herrera-Viedma,E.,Herrera,F.,Alonso,S.(2007)。欧洲运筹学杂志182,383-399]提供了一些IOWA算子,用于汇总各个模糊偏好项。这项工作的目的是进一步研究具有模糊偏好关系的群体决策问题下的期望属性。首先,证明了由IOWA运算符的这些情况获得的集体偏好关系验证了互惠性和一致性属性。接下来,通过将IOWA运算符用作聚合过程,并将行算术平均方法(RAMM)作为优先级排序过程,单个判断的聚合(AIJ)和单个优先级的聚合(AIP)提供了相同的替代优先级。另外,一致性IOWA(C-IOWA)运算符保证组一致性程度不小于所有单个一致性程度的算术平均值。最后,使用两个说明性的数值示例来验证所开发的方法。

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