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Multi-classification decision-making method for interval-valued intuitionistic fuzzy three-way decisions and its application in the group decision-making

机译:多分类决策方法,以实现间隔的直观模糊三元决策及其在集团决策中的应用

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摘要

With the introduction of the interval-valued intuitionistic fuzzy sets, the interval-valued intuitionistic fuzzy numbers are used instead of precise numbers to provide fuzzy characterization of feature attribute values and misclassification loss function values, which is more in line with the realistic fuzzy decision-making environment. Also, the constructive covering algorithm is introduced into the three-way decisions model, which effectively solves the shortcomings of the traditional decision-theoretic rough sets model in dealing with multi-classification problems, such as too many artificial parameters, complicated computation, redundant decisions, decisional conflicts and excessively large boundary domains. At the same time, in order to avoid the one-sidedness of individual decisions, the group decision-making method is introduced into the preliminarily constructed multi-classification model in this paper to build a multi-classification group decision-making model for interval-valued intuitionistic fuzzy three-way decisions based on the constructive covering algorithm. This model determines the initial weights of feature attributes by the precise weighting method, and determines the expert weights by the grey relational precise weighting method, which effectively achieves the consistency of group decision-making. The decision-making process and rules are also deduced, which expand the model of three-way decisions as well as its practical application value and scope.
机译:随着介绍间隔值的直觉模糊组,使用间隔值的直觉模糊数代替精确数字来提供特征属性值和错误分类损失函数值的模糊表征,这与现实的模糊决策更具符合方式 - 制作环境。此外,将建设性覆盖算法引入三通决策模型,从而有效解决了传统决策理论粗糙集模型的缺点,在处理多分类问题时,例如太多人工参数,复杂的计算,冗余决策,决定性冲突和过大的边界域。同时,为了避免个别决策的片面性,在本文中将组决策方法引入预构建的多分类模型中,以构建间隔的多分类组决策模型 - 基于建设性覆盖算法的估值直觉模糊三元决策。该模型通过精确加权方法确定特征属性的初始权重,并通过灰色关系精确加权方法确定专家权重,从而有效地实现了组决策的一致性。还推导出决策过程和规则,扩大了三通决策的模型以及其实际应用价值和范围。

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