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A new method for fuzzy decision making based on ranking generalized fuzzy numbers and interval type-2 fuzzy sets

机译:基于排名广义模糊数和间隔类型2模糊集的模糊决策新方法

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This paper presents a new method for fuzzy decision making based on ranking generalized fuzzy numbers and interval type-2 fuzzy sets. First, we propose a new fuzzy ranking method based on the α-cuts of generalized fuzzy numbers and interval type-2 fuzzy sets. The proposed fuzzy ranking method involves a decision-maker's attitude towards risks to calculate the left areas and the right areas of generalized fuzzy numbers and interval type-2 fuzzy sets with the consideration of the heights of generalized fuzzy numbers and interval type-2 fuzzy sets. Based on the proposed fuzzy ranking method, we propose a new method for fuzzy decision making. The proposed fuzzy decision making method is more flexible and more intelligent than the existing fuzzy decision making methods, where it not only considers the decision-maker's attitude towards risks, but also can deal with situations where the evaluating values are represented by interval type-2 fuzzy sets.
机译:本文提出了一种基于排名广义模糊数和间隔类型2模糊集的模糊决策方法。首先,我们提出了一种基于广义模糊数和间隔类型-2模糊集的α-Cut的新的模糊排名方法。所提出的模糊排名方法涉及决策者对风险的态度来计算左侧区域和广义模糊数的正确区域以及间隔类型-2模糊集,考虑到广义模糊数和间隔类型-2模糊集的高度。基于所提出的模糊排名方法,我们提出了一种新的模糊决策方法。所提出的模糊决策方法比现有的模糊决策方法更加灵活,更智能,在那里它不仅考虑了决策者对风险的态度,而且还可以处理评估值由间隔类型2表示的情况模糊套。

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