Pareto-optimality of compromise decisions

Jaroslav Ramik; Milan Vlach

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Pareto-optimality of compromise decisions

机译：折衷决策的帕累托最优

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摘要

The questions of the existence of Pareto-optimal decisions and the existence of compromise decisions for decision problems infinite dimensional spaces are investigated. Several conditions for a compromise decision to be Pareto-optimal are derived. The concept of the compromise decision and some of the results are then generalized by allowing in the definition of The compromise solution arbitrary triangular norms instead of the triangular norm defined by the minimum operation only.

机译：研究了无穷维空间中决策问题的帕累托最优决策和妥协决策的存在性问题。得出折衷决策为帕累托最优的几个条件。然后，通过在“折衷解决方案”的定义中允许使用任意三角范式代替仅由最小运算定义的三角范数，可以概括折衷决策的概念和某些结果。

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《Fuzzy sets and systems》 |2002年第1期|p.119-127|共9页
作者
Jaroslav Ramik; Milan Vlach;
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作者单位

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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类模糊数学;
关键词
Decision making; Multicriteria analysis; pareto-optimal decision; Compromise decision;

机译：做决定;多标准分析;最优选择妥协决策;

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4. A Hesitant Fuzzy Linguistic Combined Compromise Solution Method for Multiple Criteria Decision Making [C] . Zhi Wen, Huchang Liao, Abbas Mardani, International Conference on Management Science and Engineering Management . 2020

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Pareto-optimality of compromise decisions

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