On Decision Making under Interval Uncertainty: A New Justification of Hurwicz Optimism-Pessimism Approach and its Use in Group Decision Making

V. Huynh, Y. Nakamori, Chenyi Hu, V. Kreinovich
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引用次数: 16

Abstract

If we know the exact consequences of each action, then we can select an action with the largest value of the objective function. In practice, we often only know these values with interval uncertainty. If two intervals intersect, then some people may prefer the alternative corresponding to the first interval, and some prefer thealternative corresponding to the second interval. How can we describe the portion of people who select the first alternative? In this paper, we provide a new theoretical justification for Hurwicz optimism-pessimism approach, and we show how this approach can be used in group decision making.
区间不确定性下的决策:赫维奇乐观-悲观方法的新证明及其在群体决策中的应用
如果我们知道每个行动的确切结果,那么我们就可以选择一个目标函数值最大的行动。在实践中,我们通常只知道这些具有区间不确定性的值。如果两个区间相交,那么有些人可能更喜欢与第一个区间相对应的替代方案,有些人则更喜欢与第二个区间相对应的替代方案。我们如何描述选择第一个选项的人的比例?本文为Hurwicz乐观-悲观方法提供了新的理论依据,并展示了该方法在群体决策中的应用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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