Fuzzy-Set-Based Multi-Attribute Decision-Making, Its Computing Implementation, and Applications

被引:1
|
作者
Ferreira, Mateus Alberto Dorna de Oliveira [1 ]
Ribeiro, Laura Cozzi [1 ]
Schuffner, Henrique Silva [1 ]
Liborio, Matheus Pereira [1 ]
Ekel, Petr Iakovlevitch [1 ]
机构
[1] Pontificia Univ Catolica Minas Gerais, Postgrad Program Informat, Ave Dom Jose Gaspar, 500, Predio 20, BR-30535901 Belo Horizonte, Brazil
关键词
multi-attribute decision-making; fuzzy sets; fuzzy preference relations; transformation functions; computing system; power engineering problems; GOAL UNCERTAINTY; SYSTEM; OPTIMIZATION; MODEL; ALTERNATIVES; PREFERENCES; SELECTION; COST;
D O I
10.3390/axioms13030142
中图分类号
O29 [应用数学];
学科分类号
070104 ;
摘要
This paper reflects the results of research analyzing models of multi-attribute decision-making based on fuzzy preference relations. Questions of constructing the corresponding multi-attribute models to deal with quantitative information concomitantly with qualitative information based on experts' knowledge are considered. Human preferences may be represented within the fuzzy preference relations and by applying diverse other preference formats. Considering this, so-called transformation functions reduce any preference format to fuzzy preference relations. This paper's results can be applied independently or as part of a general approach to solving a wide class of problems with fuzzy coefficients, as well as within the framework of a general scheme of multi-criteria decision-making under conditions of uncertainty. The considered techniques for fuzzy preference modeling are directed at assessing, comparing, choosing, prioritizing, and/or ordering alternatives. These techniques have served to develop a computing system for multi-attribute decision-making. It has been implemented in the C# programming language, utilizing the ".NET" framework. The computing system allows one to represent decision-makers' preferences in one of five preference formats. These formats and quantitative estimates are reduced to nonreciprocal fuzzy preference relations, providing homogeneous preference information for decision procedures. This paper's results have a general character and were applied to analyze power engineering problems.
引用
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页数:21
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