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Multi-criteria group decision making with incomplete hesitant fuzzy preference relations

机译:不完全犹豫的模糊偏好关系的多准则群决策

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In order to simulate the hesitancy and uncertainty associated with impression or vagueness, a decision maker may give her/his judgments by means of hesitant fuzzy preference relations in the process of decision making. The study of their consistency becomes a very important aspect to avoid a misleading solution. This paper defines the concept of additive consistent hesitant fuzzy preference relations. The characterizations of additive consistent hesitant fuzzy preference relations are studied in detail. Owing to the limitations of the experts' professional knowledge and experience, the provided preferences in a hesitant fuzzy preference relation are usually incomplete. Consequently, this paper introduces the concepts of incomplete hesitant fuzzy preference relation, acceptable incomplete hesitant fuzzy preference relation, and additive consistent incomplete hesitant fuzzy preference relation. Then, two estimation procedures are developed to estimate the missing information in an expert's incomplete hesitant fuzzy preference relation. The first procedure is used to construct an additive consistent hesitant fuzzy preference relation from the lowest possible number, (n - 1), of pairwise comparisons. The second one is designed for the estimation of missing elements of the acceptable incomplete hesitant fuzzy preference relations with more known judgments. Moreover, an algorithm is given to solve the multi-criteria group decision making problem with incomplete hesitant fuzzy preference relations. Finally, a numerical example is provided to illustrate the solution processes of the developed algorithm and to verify its effectiveness and practicality. (C) 2015 Elsevier B.V. All rights reserved.
机译:为了模拟与印象或模糊性相关的犹豫和不确定性,决策者可以在决策过程中通过犹豫的模糊偏好关系做出自己的判断。研究其一致性成为避免产生误导性解决方案的一个非常重要的方面。本文定义了加性一致犹豫模糊偏好关系的概念。详细研究了加性一致犹豫模糊偏好关系的刻画。由于专家专业知识和经验的限制,在犹豫的模糊偏好关系中所提供的偏好通常是不完整的。因此,本文介绍了不完全犹豫模糊偏好关系,可接受的不完全犹豫模糊偏好关系和加性一致不完全犹豫模糊偏好关系的概念。然后,开发了两种估计程序来估计专家不完全犹豫的模糊偏好关系中的缺失信息。第一个过程用于从成对比较的最低可能数(n-1)构造加性一致犹豫模糊偏好关系。第二个设计用于通过已知的判断来估计可接受的不完全犹豫的模糊偏好关系的缺失元素。此外,给出了一种解决不完全犹豫的模糊偏好关系的多准则群决策问题的算法。最后,提供了一个数值示例来说明所开发算法的求解过程并验证其有效性和实用性。 (C)2015 Elsevier B.V.保留所有权利。

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