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Consensus analysis for AHP multiplicative preference relations based on consistency control: A heuristic approach

机译:基于一致性控制的AHP乘法偏好关系的共识分析:一种启发式方法

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摘要

Consistency and consensus play different, but essential roles when solving group decision making problems using the analytical hierarchy process (AHP), in which multiplicative preference relations are used to represent individual pairwise comparison preferences. The existing AHP frameworks developed to manage individual consistency and group consensus have been widely investigated. However, in these frameworks, the consistency is often destroyed in the consensus reaching process, which means that the revised decision makers' judgments have little relationship to Saaty's original 1/9-9 evaluation scale. This paper outlines a new approach to aid the consensus decision making process, for which two heuristic algorithms are developed. The first algorithm is designed to assist the decision maker in achieving a predefined consistency level, and the second is designed to achieve consensus while controlling the individual consistency level. Several classical numerical examples are compared to validate the effectiveness of the proposed approach. Finally, some simulations are conducted to further demonstrate the feasibility of the proposed approach for general cases. (C) 2019 Elsevier B.V. All rights reserved.
机译:在使用层次分析法(AHP)解决群体决策问题时,一致性和共识发挥着不同但必不可少的作用,其中乘性偏好关系用来表示个人成对的比较偏好。已开发了用于管理个人一致性和团队共识的现有AHP框架。但是,在这些框架中,一致性通常会在达成共识的过程中被破坏,这意味着修订后的决策者的判断与Saaty最初的1 / 9-9评估标准关系不大。本文概述了一种有助于共识决策过程的新方法,为此,开发了两种启发式算法。第一种算法旨在帮助决策者实现预定义的一致性级别,第二种算法旨在在控制各个一致性级别的同时达成共识。比较了几个经典的数值示例,以验证所提出方法的有效性。最后,进行了一些仿真以进一步证明所提出的方法在一般情况下的可行性。 (C)2019 Elsevier B.V.保留所有权利。

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