In this work we present the definition of strong fuzzy subsethood measure as a unifiying
concept for the different notions of fuzzy subsethood that can be found in the literature. We …

In this paper we study a method of construction of the fuzzy subsethood measures of VR
Young [VR Young, Fuzzy subsethood, Fuzzy Sets and Systems 77 (1996) 371–384] and the …

The idea of inclusion for fuzzy sets was firstly introduced by L. Zadeh in 1965 and since then
many other studies proposed alternatives to indicate a degree to which a fuzzy set is …

Starting from the definitions of the weak fuzzy subsethood measure (VR Young, Fuzzy
subsethood. Fuzzy Sets and Systems, 77 (1996) 371–384) and of strong fuzzy inclusion,(D …

In this study, we discuss a new class of fuzzy subsethood measures between fuzzy sets. We
propose a new definition of fuzzy subsethood measure as an intersection of other …

In this paper, we consider concepts of subsethood measure introduced by Fan et al.[2].
Based on this, we give various subsethood measure defined by Choquet integral with …

Subsethood is an important concept in the area of fuzzy sets. It surfaces in fuzzy entropy, in
the relationship of fuzzy set theory and probability, and in tuning rules in fuzzy logic. Only a …

Two measures are presented for comparing fuzzy sets. The method for constructing these
measures is studied, starting from fuzzy DI-subsethood measures (see [H. Bustince, V …

In this paper, we propose a new construction method for fuzzy and weak fuzzy subsethood
measures based on the aggregation of implication operators. We study the desired …

We introduce the notion of f-inclusion, which is used to describe different kinds of
subsethood relations between fuzzy sets by means of monotonic functions ƒ:[0, 1][0, 1]. We …