Overlap functions and grou** functions are special kinds of aggregation operators that
have been recently proposed for applications in classification problems, like, eg, imaging …

In this paper we introduce the notion of additive generator pair for overlap functions. We also
study how some of the properties that can be demanded to an overlap function can be …

As an important class of aggregation operators, the notion of overlap functions was first
presented in 2009 in order to be considered for applications in image processing context …

The migrativity of aggregation functions is an interesting property from both theoretic and
applied points of view in fuzzy set theory, and many profound results on the migrative …

Since Aczél studied the distributive law between two operations, the distributive laws among
different binary aggregation functions become an interesting and vast research field. This …

Overlap functions, as a new special class of binary aggregation functions, have been
investigated in many recent works for applications in image processing, classification …

Fusion functions and their most important subclass, aggregation functions, have been
successfully applied in fuzzy modeling. However, there are practical problems, such as …

In this paper the notions of α-migrative uninorms and nullnorms over a fixed t-norm T and
over a fixed t-conorm S are introduced and studied. All cases when the uninorm U lies in any …

In this paper, we investigate the migrativity of uninorms and nullnorms over any fixed overlap
function or grou** function. First, we introduce the concept of (α, O)-migrative uninorms …

This paper is mainly devoted to investigating the modularity condition for overlap and
grou** functions, which may have neither neutral elements nor associativity. At present …