Diagrams (5140 to 5164 of 5537)

Source	Date (min⁠–⁠max)	Aristotelian Family	B.C. (min⁠–⁠max)	Geometric Shape
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 297, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 297, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 298, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022	Classical Sigma-2	3	Square
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 298, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022	Classical Sigma-2	3	Square
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 298, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 298, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 299, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022	Classical Sigma-2	3	Square
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 299, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022	Classical Sigma-2	3	Square
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 299, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
On the Transformations of the Square of Opposition from the Point of View of Institution Model Theory, p. 299, by Kiouvrekis, Yiannis; Stefaneas, Petros; Vandoulakis, Ioannis M.	2022			Rhombus
Color-Coded Epistemic Modes in a Jungian Hexagon of Opposition, p. 309, by Stern, Julio M.	2022
Color-Coded Epistemic Modes in a Jungian Hexagon of Opposition, p. 309, by Stern, Julio M.	2022			Hexagon
Color-Coded Epistemic Modes in a Jungian Hexagon of Opposition, p. 309, by Stern, Julio M.	2022			Hexagon
Color-Coded Epistemic Modes in a Jungian Hexagon of Opposition, p. 311, by Stern, Julio M.	2022			Hexagon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 338, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 339, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 339, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 339, by Pellissier, Régis	2022			Digon
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 339, by Pellissier, Régis	2022			Triangle
Many-Valued Logical Hexagons in a 3-Oppositional Trisimplex, p. 339, by Pellissier, Régis	2022			Triangle