Hans Smessaert   (°1965)

Roelandt, Koen, and Hans Smessaert. 2023. “Aristotelian Fragments and Subdiagrams for the Boolean Algebra $\mathbb{B}_5$.” Axioms 12 (6): 1–16. (0 diagrams)

Smessaert, Hans, and Lorenz Demey. 2023. “Aristotelian Diagrams for the Proportional Quantifier ‘Most.’” Axioms 12 (3): 1–13. (0 diagrams)

Demey, Lorenz, and Hans Smessaert. 2022. “A Database of Aristotelian Diagrams: Empirical Foundations for Logical Geometry.” In Diagrammatic Representation and Inference, edited by Valeria Giardino, Sven Linker, Richard Burns, Francesco Bellucci, Jean-Michel Boucheix, and Petrucio Viana, 123–131. Cham: Springer. (3 diagrams)

Demey, Lorenz, and Hans Smessaert. 2022. “From Euler Diagrams to Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Valeria Giardino, Sven Linker, Richard Burns, Francesco Bellucci, Jean-Michel Boucheix, and Petrucio Viana, 279–295. Cham: Springer. (8 diagrams)

Smessaert, Hans, and Lorenz Demey. 2022. “Aspect Shifting in Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Valeria Giardino, Sven Linker, Richard Burns, Francesco Bellucci, Jean-Michel Boucheix, and Petrucio Viana, 226–234. Cham: Springer. (28 diagrams)

Smessaert, Hans, and Lorenz Demey. 2022. “On the Logical Geometry of Geometric Angles.” Logica Universalis 16 (4): 581–601. (0 diagrams)

Smessaert, Hans, Atsushi Shimojima, and Lorenz Demey. 2021. “On the Cognitive Potential of Derivative Meaning in Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Amrita Basu, Gem Stapleton, Sven Linker, Catherine Legg, Emmanuel Manalo, and Petrucio Viana, 495–511. Cham: Springer. (0 diagrams)

Demey, Lorenz, and Hans Smessaert. 2020. “Using Multigraphs to Study the Interaction between Opposition, Implication and Duality Relations in Logical Squares.” In Diagrammatic Representation and Inference, edited by Ahti-Veikko Pietarinen, Peter Chapman, Leonie Bosveld-de Smet, Valeria Giardino, James E. Corter, and Sven Linker, 385–393. Cham: Springer. (0 diagrams)

Smessaert, Hans, Atsushi Shimojima, and Lorenz Demey. 2020. “Free Rides in Logical Space Diagrams versus Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Ahti-Veikko Pietarinen, Peter Chapman, Leonie Bosveld-de Smet, Valeria Giardino, James E. Corter, and Sven Linker, 419–435. Cham: Springer. (0 diagrams)

Demey, Lorenz, and Hans Smessaert. 2018. “Aristotelian and Duality Relations Beyond the Square of Opposition.” In Diagrammatic Representation and Inference, edited by Peter Chapman, Gem Stapleton, Amirouche Moktefi, Sarah Perez-Kriz, and Francesco Bellucci, 640–656. Cham: Springer. (9 diagrams)

Demey, Lorenz, and Hans Smessaert. 2018. “Combinatorial Bitstring Semantics for Arbitrary Logical Fragments.” Journal of Philosophical Logic 47 (2): 325–363. (24 diagrams)

Demey, Lorenz, and Hans Smessaert. 2018. “Geometric and Cognitive Differences between Logical Diagrams for the Boolean Algebra $\mathbb{B}_4$.” Annals of Mathematics and Artificial Intelligence 83 (2): 185–208. (0 diagrams)

Demey, Lorenz, and Hans Smessaert. 2017. “Logical and Geometrical Distance in Polyhedral Aristotelian Diagrams in Knowledge Representation.” Symmetry 9 (10): 1–22. (0 diagrams)

Smessaert, Hans, and Lorenz Demey. 2017. “Duality Patterns in 2-PCD Fragments.” South American Journal of Logic 3 (2): 225–272. (51 diagrams)

Smessaert, Hans, and Lorenz Demey. 2017. “The Unreasonable Effectiveness of Bitstrings in Logical Geometry.” In The Square of Opposition: A Cornerstone of Thought, edited by Jean-Yves Beziau and Gianfranco Basti, 197–214. Cham: Springer. (3 diagrams)

Demey, Lorenz, and Hans Smessaert. 2016. “Duality in Logic and Language.” In Internet Encyclopedia of Philosophy, edited by James Fieser and Bradley Dowden. Martin, TN: University of Tennessee. (7 diagrams)

Demey, Lorenz, and Hans Smessaert. 2016. “Metalogical Decorations of Logical Diagrams.” Logica Universalis 10 (2–3): 233–292. (87 diagrams)

Demey, Lorenz, and Hans Smessaert. 2016. “The Interaction Between Logic and Geometry in Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Mateja Jamnik, Yuri Uesaka, and Stephanie Elzer Schwartz, 67–82. Cham: Springer. (22 diagrams)

Smessaert, Hans, and Lorenz Demey. 2016. “Visualising the Boolean Algebra $\mathbb{B}_4$ in 3D.” In Diagrammatic Representation and Inference, edited by Mateja Jamnik, Yuri Uesaka, and Stephanie Elzer Schwartz, 289–292. Cham: Springer. (10 diagrams)

Demey, Lorenz, and Hans Smessaert. 2015. “Shape Heuristics in Aristotelian Diagrams.” In SHAPES 2015: The Shape of Things, edited by Oliver Kutz, Stefano Borgo, and Mehul Bhatt, 35–45. CEUR-WS. (0 diagrams)

Smessaert, Hans, and Lorenz Demey. 2015. “Béziau’s Contributions to the Logical Geometry of Modalities and Quantifiers.” In The Road to Universal Logic. Volume I, edited by Arnold Koslow and Arthur Buchsbaum, 475–494. Cham: Springer. (0 diagrams)

Smessaert, Hans, and Lorenz Demey. 2015. “La géométrie logique du dodécaèdre rhombique des oppositions.” In Le carré et ses extensions: Approches théoriques, pratiques et historiques, edited by Saloua Chatti, 127–157. Tunis: Université de Tunis. (0 diagrams)

Demey, Lorenz, and Hans Smessaert. 2014. “Logische geometrie en pragmatiek.” In Patroon en argument. Een dubbelfeestbundel bij het emeritaat van William Van Belle en Joop van der Horst, edited by Freek Van de Velde, Hans Smessaert, Frank Van Eynde, and Sara Verbrugge, 553–564. Leuven: Universitaire Pers Leuven. (1 diagram)

Demey, Lorenz, and Hans Smessaert. 2014. “The Relationship between Aristotelian and Hasse Diagrams.” In Diagrammatic Representation and Inference, edited by Tim Dwyer, Helen Purchase, and Aidan Delaney, 213–227. Berlin: Springer. (0 diagrams)

Smessaert, Hans, and Lorenz Demey. 2014. “Logical Geometries and Information in the Square of Oppositions.” Journal of Logic, Language and Information 23 (4): 527–565. (27 diagrams)

Smessaert, Hans, and Lorenz Demey. 2014. “Logical and Geometrical Complementarities between Aristotelian Diagrams.” In Diagrammatic Representation and Inference, edited by Tim Dwyer, Helen Purchase, and Aidan Delaney, 246–260. Berlin: Springer. (0 diagrams)

Smessaert, Hans. 2012. “Boolean Differences between Two Hexagonal Extensions of the Logical Square of Oppositions.” In Diagrammatic Representation and Inference, edited by Philip Cox, Beryl Plimmer, and Peter Rodgers, 193–199. Berlin: Springer. (24 diagrams)

Smessaert, Hans. 2012. “The Classical Aristotelian Hexagon Versus the Modern Duality Hexagon.” Logica Universalis 6 (1–2): 171–199. (23 diagrams)

Smessaert, Hans. 2009. “On the 3D Visualisation of Logical Relations.” Logica Universalis 3 (2): 303–332. (24 diagrams)