The following pages link to Hans Smessaert (Q346762):
Displaying 15 items.
- Metalogical decorations of logical diagrams (Q346763) (← links)
- Geometric and cognitive differences between logical diagrams for the Boolean algebra \(\mathbb {B}_{4}\) (Q723644) (← links)
- The interaction between logic and geometry in Aristotelian diagrams (Q1664368) (← links)
- Combinatorial bitstring semantics for arbitrary logical fragments (Q1749808) (← links)
- On the 3D visualisation of logical relations (Q1931340) (← links)
- The classical Aristotelian hexagon versus the modern duality hexagon (Q1940912) (← links)
- Logical geometries and information in the square of oppositions (Q2258819) (← links)
- Logical and geometrical distance in polyhedral Aristotelian diagrams in knowledge representation (Q2333411) (← links)
- On the cognitive potential of derivative meaning in Aristotelian diagrams (Q2671625) (← links)
- On the logical geometry of geometric angles (Q2688868) (← links)
- Béziau’s Contributions to the Logical Geometry of Modalities and Quantifiers (Q5258984) (← links)
- Aristotelian and Duality Relations Beyond the Square of Opposition (Q5878890) (← links)
- Using Multigraphs to Study the Interaction Between Opposition, Implication and Duality Relations in Logical Squares (Q6485469) (← links)
- Free Rides in Logical Space Diagrams Versus Aristotelian Diagrams (Q6485476) (← links)
- Aristotelian and Boolean properties of the Keynes-Johnson octagon of opposition (Q6623814) (← links)
