activity
20202026
most citedGluing residuated lattices

3 citations · 3 across the 9 of their papers we have counts for

collaborators

7 papers

math.LO2026

The logic of bunched implications is undecidable

Nick Galatos, Peter Jipsen, Søren Brinck Knudstorp +1

The logic of bunched implications (BI), introduced by O'Hearn and Pym (1999), has attracted significant attention due to its elegant proof calculus, varied semantics, and close con…

cs.LO2025

Complexities of Well-Quasi-Ordered Substructural Logics

Nikolaos Galatos, Vitor Greati, Revantha Ramanayake +1

Substructural logics are formal logical systems that omit familiar structural rules of classical and intuitionistic logic such as contraction, weakening, exchange (commutativity),…

math.RA2025

Axiomatizing small varieties of periodic l-pregroups

Nikolaos Galatos, Simon Santschi

We provide an axiomatization for the variety generated by the -periodic l-pregroup , for every , as well as for all possible joins…

math.LO2024

Generation and decidability for periodic l-pregroups

Nikolaos Galatos, Isis A. Gallardo

In [11] it is shown that the variety of distributive l-pregroups is generated by a single algebra, the functional algebra over the integers. Here, we…

math.LO2023

Decidability of distributive l-pregroups

Nikolaos Galatos, Isis A. Gallardo

We show that every distributive lattice-ordered pregroup can be embedded into a functional algebra over an integral chain, thus improving the existing Cayley/Holland-style embeddin…

math.RA2021

Twist structures and Nelson conuclei

Manuela Busaniche, Nikolaos Galatos, Miguel Andrés Marcos

Motivated by Kalman residuated lattices, Nelson residuated lattices and Nelson paraconsistent residuated lattices, we provide a natural common generalization of them. Nelson conucl…