On abstract homogeneous interval-valued functions
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In this paper we develop the idea of abstract homogeneity in the context of interval-valued (IV) functions endowed with admissible orders. We investigate some of its properties and the notion of self-homogeneity. We show how this framework behaves with respect to some fuzzy connectives. We show that some properties of the usual notions of min and max are not more available when we deal with admissible orders. Keywords: Interval-Valued Functions; Abstract Homogeneity; Monotonicity.
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