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A two-stage dynamic group decision making method for processing ordinal information

机译:处理序数信息的两阶段动态群决策方法

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In group decision making (GDM) problems, ordinal data provide a convenient way of articulating preferences from decision makers (DMs). A number of GDM models have been proposed to aggregate such kind of preferences in the literature. However, most of the GDM models that handle ordinal preferences suffer from two drawbacks: (1) it is difficult for the GDM models to manage conflicting opinions, especially with a large number of DMs; and (2) the relationships between the preferences provided by the DMs are neglected, and all DMs are assumed to be of equal importance, therefore causing the aggregated collective preference not an ideal representative of the group's decision. In order to overcome these problems, a two-stage dynamic group decision making method for aggregating ordinal preferences is proposed in this paper. The method consists of two main processes: (ⅰ) a data cleansing process, which aims to reduce the influence of conflicting opinions pertaining to the collective decision prior to the aggregation process; as such an effective solution for undertaking large-scale GDM problems is formulated; and (ⅱ) a support degree oriented consensus-reaching process, where the collective preference is aggregated by using the Power Average (PA) operator; as such, the relationships of the arguments being aggregated are taken into consideration (i.e., allowing the values being aggregated to support each other). A new support function for the PA operator to deal with ordinal information is defined based on the dominance-based rough set approach. The proposed GDM model is compared with the models presented by Herrera-Viedma et al. An application related to controlling the degradation of the hydrographic basin of a river in Brazil is evaluated. The results demonstrate the usefulness of the proposed method in handling GDM problems with ordinal information.
机译:在小组决策(GDM)问题中,顺序数据提供了一种表达决策者(DM)偏好的便捷方法。在文献中已经提出了许多GDM模型来汇总这种偏好。但是,大多数处理顺序偏爱的GDM模型都有两个缺点:(1)GDM模型难以管理矛盾的意见,尤其是在使用大量DM的情况下; (2)忽略了DM所提供的偏好之间的关系,并且假定所有DM都具有同等的重要性,因此导致汇总的集体偏好不是该群体决策的理想代表。为了克服这些问题,本文提出了一种用于排序偏好的两阶段动态群体决策方法。该方法包括两个主要过程:(ⅰ)数据清理过程,其目的是在聚合过程之前减少与集体决策有关的意见冲突的影响;制定了解决大规模GDM问题的有效解决方案; (ⅱ)以支持程度为导向的达成共识的过程,其中,通过使用平均功率(PA)运算符来汇总集体偏好;这样,考虑了被汇总的自变量的关系(即,允许被汇总的值相互支持)。基于基于优势的粗糙集方法,为PA操作员处理序数信息定义了一个新的支持功能。将提出的GDM模型与Herrera-Viedma等人提出的模型进行比较。评价了与控制巴西河流水文盆地退化有关的应用。结果证明了所提出的方法在处理具有序数信息的GDM问题中的有用性。

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