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Preference and weak interval-valued operator in decision making problem

机译:偏好和弱间隔的算子决策问题

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In this paper, we concentrate on study interval-valued fuzzy relations in decision problems based on preference relations, and a preference structure making up of the strict preference relation, indifference relation, and incomparability relation which may be defined with the use of interval-valued aggregation and interval-valued fuzzy negation function. We analyze the influence of some new types of fusion functions on the effectiveness of the decision process. The studies concern different aggregation classes due to the type of monotonicity/order used.
机译:在本文中,我们专注于基于偏好关系的决策问题中的研究区间值模糊关系,以及构成严格的偏好关系,漠不关心关系和无与伦比关系的偏好结构,可以使用间隔值来定义 聚合和间隔值模糊否定功能。 我们分析了一些新型融合功能对决策过程的有效性的影响。 由于使用的单调/顺序类型,研究涉及不同的聚合类。

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