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 …

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 …

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 …

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 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 …

In this paper, two existing subsethood measures are reviewed at first. An example is given to
show that they are not coincident with the l/sup p/-distance in describing the degree of …

In the present paper, based on the cosine function, a new fuzzy entropy measure is de ned.
Some interesting properties of this measure are analyzed. Furthermore, a new fuzzy …

Abstract 1 In this paper, we survey the relationship between the similarity measure and
dissimilarity measure for fuzzy sets. First, we design a similarity measure using a distance …

The inclusion measure, the similarity measure, and the fuzziness of fuzzy sets are three
important measures in fuzzy set theory. In this article, we investigate the relations among …

The aim of this study is to investigate the monotonicity properties of similarity measures.
Through analyzing the intuitions about similarities, three kinds of monotonic similarity …