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Characterisation of main classes of fuzzy relations using fuzzy modal operators

机译:用模糊模态算子表征主要的模糊关系

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Fuzzy modal operators express interactions between binary fuzzy relations and fuzzy sets. Each of these operators is determined by a binary fuzzy relation (on a given universe) and transforms one fuzzy set (in this universe) to another one. In this paper, we define several fuzzy modal operators and provide characterisations of main classes of binary fuzzy relations by means of these operators. Interpretation of these characterisations is presented in the context of fuzzy modal logics. We show that these characterisations constitute the basis for determining characteristic axioms of particular classes of fuzzy modal logics.
机译:模糊模算子表示二元模糊关系和模糊集之间的相互作用。这些运算符中的每一个都由二进制模糊关系(在给定的Universe上)确定,并将一个模糊集(在此Universe中)转换为另一个模糊集。在本文中,我们定义了几种模糊模算子,并利用这些算子对二元模糊关系的主要类别进行了描述。这些特征的解释是在模糊模态逻辑的背景下提出的。我们表明,这些特征构成确定特定类的模糊模态逻辑的特征公理的基础。

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