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Characterization of fuzzy integrals viewed as aggregation operators

机译:被视为聚集算子的模糊积分的刻画

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As it is known that fuzzy integrals cover a wide range of aggregation operators of the averaging type, such as the weighted average, medians, a large part of generalized means, and weighted minimum and maximum OWA (ordered weighted averaging) operators, it would be of valuable interest to try to characterize them. Recently, Fodor et al. have succeeded in characterizing OWA. As OWA is a particular case of fuzzy integral, their results can serve as a basis for the problem addressed here. We show several results on characterization of different kinds of fuzzy integrals. The proofs of all these results are merely a generalisation to the ones presented by Fodor, and for space limitations, are not all presented here.
机译:众所周知,模糊积分涵盖平均类型的广泛聚合运算符,例如加权平均值,中位数,广义手段的大部分,以及加权最小和最大owa(有序加权平均)运算符,这将是尝试表征他们的宝贵兴趣。最近,Fodor等人。成功地表征了owa。由于OWA是一个特定的模糊积分的情况,它们的结果可以作为这里解决问题的基础。我们展示了几种结果对不同种类的模糊积分的表征。所有这些结果的证据仅仅是由福索呈现的概括,并且对于空间限制并非所有这些都在这里呈现。

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