%0 Journal Article
%A Gómez González, Daniel
%A Rodríguez González, Juan Tinguaro
%A Montero De Juan, Francisco Javier
%A Bustince, Humberto
%A Barrenechea, Edurne
%T n-Dimensional overlap functions
%D 2014
%@ 0165-0114
%U https://hdl.handle.net/20.500.14352/33787
%X In this paper we introduce the definition of n-dimensional overlap functions and we justify the axiomatization proposed in its definition. Basically, these functions allow to measure the degree of overlapping of several classes in a given classification system and for any given object. We also show a construction method for this class of functions, studying its relationships with the properties of migrativity, homogeneity and Lipschitz continuity. Finally, we propose an example where the use of n-dimensional overlap functions provides better results than those obtained with the commonly used product t-norm.
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