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 …

This paper continues to study the construction of uninorms on bounded lattices. First, we
present some new constructions of uninorms on an arbitrary bounded lattice L with some …

This article focuses on the α-migrativity of 2-uninorms with α∈[0, 1]. It characterizes the α-
migrativity for 2-uninorms with α∈[0, 1], which generalizes and unifies the characterizations …

Overlap (grou**) functions, uninorms and nullnorms, as sorts of aggregation functions,
have been widely applied in decision making, classification, image processing and other …

Migrativity between fuzzy logical connectives is an important property at both sides of theory
and practical application in fuzzy logic. The migrativity properties between conjunctive …

In the field of fuzzy set theory, whether from the perspective of theory or practical application,
as an important property, the migrativity has an extraordinary significance for the research of …

Functional equations involving aggregation functions play an important role in fuzzy sets
and fuzzy logic theorem. As a kind of restricted general associative equation, the migrativity …

The migrative equations offer an important tool to characterize new fuzzy logic connectives,
and play a significant role in image processing. The migrative equations of disjunctive …

Complex fuzzy sets (CFSs), as an important extension of fuzzy sets, have been investigated
in the literature. Operators of CFSs are of high importance. In addition, α− migrativity for …

Uni-nullnorms generalize both uninorms and nullnorms. In this paper, we investigate the
migrativity property for uni-nullnorms. We characterize uni-nullnorms that are α-migrative …