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On S-generalized multidistances and their aggregation

机译:On S-generalized multidistances and their aggregation

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? 2023 Elsevier B.V.We introduce a new class of multidistances, they are called S-generalized multidistances, defined by means of a t-conorm S. The main properties of them are analyzed and some examples are given. We have also established some relations between a multidistance and an S-generalized multidistance through the additive generator of the t-conorm. In this context, we study how to combine a collection of ({Sk}k=1m)-generalized multidistances in order to obtain a new S-generalized multidistance. In addition, we prove that properties of the S-generalized multidistances are preserved through the aggregation process. Finally, we give some characterizations of the aggregation functions of a family of ({Sk}k=1m)-generalized multidistances based on another aggregation function and the additive generators of the involved t-conorms.

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