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Linear programming models for deriving priority weights from interval-valued intuitionistic preference relations with multiplicative transitivity

机译:线性规划模型,用于从具有乘法传递性的区间值直觉偏好关系中得出优先权重

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It has been an increasing trend to develop multicriteria decision-making models with imprecise, uncertain, or vague decision data. An effective way to express a decision maker's (DM's) uncertain preference information is the use of interval-valued intuitionistic preference relations. In this paper, the concept of multiplicative consistent interval-valued intuitionistic preference relations is defined. Some simple and practical linear programming models are established for deriving priority interval weights based on interval-valued intuitionistic preference relations with multiplicative transitivity. Finally two illustrative numerical examples are presented to demonstrate the feasibility and effectiveness of the proposed method.
机译:开发具有不精确,不确定或模糊的决策数据的多准则决策模型已成为一种日益增长的趋势。表达决策者(DM)不确定偏好信息的有效方法是使用区间值直觉偏好关系。本文定义了乘法一致区间值直觉偏好关系的概念。建立了一些简单实用的线性规划模型,用于基于具有可乘传递性的区间值直觉偏好关系来推导优先级区间权重。最后,通过两个数值例子说明了该方法的可行性和有效性。

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