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| MULTIPLE CRITERIA DECISION MAKING： DISCORDANT PREFERENCES AND PROBLEM DESCRIPTION | |
| 作者单位： | Alexey B.PETROVSKY（Institute for Systems Analysis,Russian Academy of Sciences Prospect 60 Let Octyabrya,9,Moscow 117312,Russia） ; |
| 基金项目： | This work was supported in part by the Russian Academy of Sciences,projects of the Research Programs 《Basic Problems of Informatics and Information Technologies》,《Bases of Information Technologies and Systems》;the Russian Foundation for Basic Research,projects 05-01-00666,06-07-89352. |
| 摘 要： | There are many practical decision problems where decision makers＇ preferences may be inconsistent and contradictory. In this paper, new methods for ordering and classifying multi-attribute objects by discordant collective preferences are suggested. These methods are based on the theory of multiset metric spaces. The proposed techniques are applied to ranking companies and a competitive selection of projects, which are estimated by several experts upon multiple qualitative criteria. |
| 关 键 词： | 多标准决策 多属性目标 分类 排队 问题描述 不和谐偏爱 |
Multiple criteria decision making: Discordant preferences and problem description |
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| Alexey B. Petrovsky. Multiple criteria decision making: Discordant preferences and problem description[J]. Journal of Systems Science and Systems Engineering, 2007, 16(1): 22-33. DOI: 10.1007/s11518-007-5032-z | |
| Authors: | Alexey B. Petrovsky |
| Affiliation: | Institute for Systems Analysis,Russian Academy of Sciences Prospect 60 Let Octyabrya,9,Moscow 117312,Russia |
| Abstract: | There are many practical decision problems where decision makers' preferences may be inconsistent and contradictory.In this paper,new methods for ordering and classifying multi-attribute objects by discordant collective preferences are suggested.These methods are based on the theory of multiset metric spaces.The proposed techniques are applied to ranking companies and a competitive selection of projects,which are estimated by several experts upon multiple qualitative criteria. |
| Keywords: | Multiple criteria decision making discordant collective preferences multiset metric space |
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