Why the logical hexagon?
type: Item
instance of: scholarly article
title: Why the logical hexagon?
zbMATH Open document ID: 1272.03036
author: Alessio Moretti
published in: Logica Universalis
publication date: 2013-03-08T00:00:00Z
Mathematics Subject Classification ID: 03A05
Mathematics Subject Classification ID: 00A30
Mathematics Subject Classification ID: 03B53
Mathematics Subject Classification ID: 51L99
zbMATH DE Number: 6143012
zbMATH Keywords: logical square
zbMATH Keywords: logical hexagon
zbMATH Keywords: simplex
zbMATH Keywords: tetrahexahedron
zbMATH Keywords: square of opposition
zbMATH Keywords: negation
zbMATH Keywords: contradiction
zbMATH Keywords: paraconsistent logic
zbMATH Keywords: symmetry
zbMATH Keywords: duality
zbMATH Keywords: universal logic
zbMATH Keywords: analytical philosophy
zbMATH Keywords: structuralism
zbMATH Keywords: oppositional geometry
MaRDI profile type: Publication
full work available at URL: s11787-012-0045-x
OpenAlex ID: W1999963832
cites work: Q4467750
cites work: The power of the hexagon
cites work: Around and beyond the square of opposition
cites work: Sur la structuration du tableau des connectifs interpropositionnels binaires
cites work: Aristotle's non-logical works and the square of oppositions in semiotics
cites work: Fuzzy Syllogisms, Numerical Square, Triangle of Contraries, Inter-bivalence
cites work: Q3867808
cites work: Structures of Oppositions in Public Announcement Logic
cites work: Q4877294
cites work: The theory of quaternialty
cites work: A hexagonal framework of the field \({\mathbb{F}_4}\) and the associated Borromean logic
cites work: Q4698331
cites work: Thinking Outside the Square of Opposition Box
cites work: Les temes actuels de la logique deontique. Esquisse de l'etat actuel des recherches dans la logique des normes
cites work: Q4318839
cites work: Logical extensions of Aristotle's square
cites work: Q3367289
cites work: The geometry of standard deontic logic
cites work: The critics of paraconsistency and of many-valuedness and the geometry of oppositions
cites work: Things that are right with the traditional square of opposition
cites work: ``Setting'' \(n\)-opposition
cites work: Q5791202
cites work: John Buridan’s Theory of Consequence and His Octagons of Opposition
cites work: On the 3D visualisation of logical relations
cites work: Non-traditional squares of predication and quantification
DOI: 10.1007/S11787-012-0045-X
description: scientific article; zbMATH DE number 6143012