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Uncertain Information Representation for Decision-Making: Emerging Approaches

机译:用于决策的不确定信息表示:新兴方法

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Information used in decision making generally comes from multiple sources and is expressed in various modalities. In many cases the information available has some significant associated uncertainty. In order to address this problem there is a need to provide various methods for the representation of different types of uncertain information. Here we shall discuss some recently emerging approaches for attaining this representational capability. One approach we shall discuss is the use of Z-valuations which are based on the use of Z-numbers. These objects allow us to represent information that combines both possibilistic and probabilistic uncertainty. We shall also look at a new approach for modeling fuzzy sets with imprecise membership grades called Pythagorean fuzzy sets. One important issue that arises when using these non-standard representations in decision-making is the comparison of alternative satisfactions, that is we must compare mathematical objects that are not naturally ordered. We consider this important problem.
机译:决策中使用的信息通常来自多种来源,并以各种方式表示。在许多情况下,可用的信息具有一些明显的相关不确定性。为了解决这个问题,需要提供各种方法来表示不同类型的不确定信息。在这里,我们将讨论一些获得这种代表性的新近出现的方法。我们将讨论的一种方法是使用基于Z值的Z值。这些对象使我们能够表示结合了可能性和概率不确定性的信息。我们还将研究一种新的方法,该方法用于建模具有不精确隶属度的模糊集,即勾股模糊集。在决策中使用这些非标准表示形式时出现的一个重要问题是替代满意度的比较,即我们必须比较不是自然排序的数学对象。我们考虑这个重要问题。

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