The computation of a closed formula for the cardinality of some discrete connectives has
received the interest of the research community since the beginning of this class of …

Recently, Baczyński et al. introduced the axiomatic definition of fuzzy Sheffer strokes, which
is the generalization of the Sheffer stroke operators in classical logic. On the basis of this …

Recently, Baczyński et al. introduced the axiomatic definition of fuzzy Sheffer strokes and
incorporated the Sheffer stroke operation into the fuzzy logic framework [Fuzzy Sets Syst …

Based on the properties of the difference operator on crisp sets, a fuzzy difference operator
in fuzzy logic is defined as a continuous binary operator on the closed unit interval with …

Fuzzy Sheffer stroke is a new class of fuzzy connectives introduced by Baczyński et al.,
which generalizes the Sheffer stroke operation in classical logic. However, the investigation …

Las funciones de implicación borrosas son uno de los operadores primordiales de la lógica
borrosa, en la cual generalizan el concepto de la implicación clásica del conjunto {0, 1} al …

This article introduces the concepts of fuzzy filters, the generated fuzzy filters, fuzzy prime
filters, fuzzy compatible filters, and the cosets of a fuzzy filter on Sheffer stroke basic …

We introduce and discuss the concept of n-ary K-increasing fusion functions and n-ary K-
increasing aggregation functions, K being a subset of the index set {1,…, n} indicating in …

The main objective of the study is to introduce ideals of Sheffer stroke Hilbert algebras by
means of fuzzy points, and investigate some properties. The process of making (fuzzy) …

Since the introduction of connectives defined on finite chains, the research community has
considered them a useful and versatile tool for numerous practical cases, mainly for …