activity
20212026
most citedRotations of Gödel algebras with modal operators

1 citations · 1 across the 6 of their papers we have counts for

collaborators

6 papers

math.LO2026

A Modal Expansion of Kleene Algebras via Twist Structures

Sergio Celani, Paula Menchón, Valeria Miguelez

Kleene triples, introduced by Jalali, provide a representation of arbitrary Kleene algebras in terms of twist-products. We introduce modal Kleene algebras and modal Kleene triples,…

math.LO2024

A mixed logic with binary operators

Ivo Düntsch, Rafał Gruszczyński, Paula Menchón

In previous work "Betweenness algebras" we introduced and examined the class of betweenness algebras. In the current paper we study a larger class of algebras with binary operators…

math.GM2024★ 1 cited

Rotations of Gödel algebras with modal operators

Tommaso Flaminio, Lluis Godo, Paula Menchón +1

The present paper is devoted to study the effect of connected and disconnected rotations of Gödel algebras with operators grounded on directly indecomposable structures. The struct…

math.LO2023

Betweenness algebras

Ivo Duentsch, Rafal Gruszczynski, Paula Menchon

We introduce and study a class of betweenness algebras-Boolean algebras with binary operators, closely related to ternary frames with a betweenness relation. From various axioms fo…

math.LO2022

From contact relations to modal operators, and back

Rafał Gruszczyński, Paula Menchón

One of the standard axioms for Boolean Contact Algebras says that if a region x is in contact with the join of y and z, then x is in contact with at least one of the two regions. O…

math.LO2021

A topological duality for monotone expansions of semilattices

Ismael Calomino, Paula Menchón, William J. Zuluaga Botero

In this paper we provide a Stone style duality for monotone semilattices by using the topological duality developed in \cite{Celani2020} for semilattices together with a topologica…