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20182024
most citedOn the structure of balanced residuated partially ordered monoids

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

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8 papers · 1 filter

math.LO2024

Bochvar algebras: A categorical equivalence and the generated variety

Stefano Bonzio, Francesco Paoli, Michele Pra Baldi

The proper quasivariety BCA of Bochvar algebras, which serves as the equivalent algebraic semantics of Bochvar's external logic, was introduced by Finn and Grigolia in and extensiv…

math.LO20243 cited

On the structure of balanced residuated partially ordered monoids

Stefano Bonzio, José Gil-Férez, Peter Jipsen +2

A residuated poset is a structure where is a poset and is a monoid such that the re…

math.LO2021

Counting finite linearly ordered involutive bisemilattices

Stefano Bonzio, Michele Pra Baldi, Diego Valota

The class of involutive bisemilattices plays the role of the algebraic counterpart of paraconsistent weak Kleene logic. Involutive bisemilattices can be represented as Plonka sums…

math.LO2018

Representing quantum structures as near semirings

Stefano Bonzio, Ivan Chajda, Antonio Ledda

In this paper we introduce the notion of near semiring with involution. Generalizing the theory of semirings we aim at represent quantum structures, such as basic algebras and orth…

math.LO2018

Orthogonal relational systems

Stefano Bonzio, Ivan Chajda, Antonio Ledda

In this paper we discuss the concept of relational system with involution. This system is called orthogonal if, for every pair of non-zero orthogonal elements, there exists a supre…

math.LO2018

Residuated Relational Systems

Stefano Bonzio, Ivan Chajda

The aim of the present paper is to generalize the concept of residuated poset, by replacing the usual partial ordering by a generic binary relation, giving rise to relational syste…