作者: Chueh-Yung Tsao , Ting-Yu Chen
DOI: 10.1016/J.ASOC.2016.04.016
关键词: Interval valued 、 Projection (set theory) 、 Intuitionistic fuzzy 、 Multiple-criteria decision analysis 、 Data mining 、 Ranking 、 Mathematics 、 Benchmark (computing) 、 Multiple criteria 、 Context (language use)
摘要: Display Omitted Multicriteria decision analysis based on interval-valued intuitionistic fuzzy sets.Development of a projection-based compromising method.Establishment indices and comprehensive indices.Determination the ranking order approval status alternatives.Comparative analyses with other relevant decision-making methods. The purpose this paper is to develop method for addressing multiple criteria problems sets. concept projections considers not only distance but also included angle between evaluative ratings alternative actions respect criterion. In context, determines respective each positive-ideal negative-ideal solutions explores several essential properties. Next, introduces concepts further investigates theorems supporting usefulness these indices. Additionally, proposes comparative index serve as benchmark values comparison purpose. improvement percentage value acquired determine priority alternatives, including complete alternative. feasibility applicability proposed are validated an application problem watershed site selection. Finally, conducted verify effectiveness advantages over