Diagrams (4739 to 4763 of 5538)

Source	Date (min⁠–⁠max)	Aristotelian Family	B.C. (min⁠–⁠max)	Geometric Shape
Graded Structures of Opposition in Fuzzy Natural Logic, p. 503, by Murinová, Petra	2020	Keynes-Johnson Sigma-4	7	Cube
Graded Structures of Opposition in Fuzzy Natural Logic, p. 511, by Murinová, Petra	2020	Non-Sigma		Rectangle
Graded Structures of Opposition in Fuzzy Natural Logic, p. 518, by Murinová, Petra	2020	Non-Sigma		Cube
Introduction, p. 35, by Hodges, Wilfrid	2020	Classical Sigma-2	3	Rectangle
Introduction, p. 36, by Hodges, Wilfrid	2020	A Single PCD	2	Digon
Introduction, p. 36, by Hodges, Wilfrid	2020	Non-Sigma	3	Digon
Negation and opposition. Contradiction and contrariety in logic and language, p. 10, by Horn, Laurence	2020	Classical Sigma-2	3	Rectangle
Negation and opposition. Contradiction and contrariety in logic and language, p. 13, by Horn, Laurence	2020	Classical Sigma-2	3	Rectangle
Negative quantifiers, p. 428, by Zeijlstra, Hedde	2020	Classical Sigma-2	3	Rectangle
Negative predicates. Incorporated negation, p. 38, by Moeschler, Jacques	2020	Classical Sigma-2	3	Rectangle
Negative predicates. Incorporated negation, p. 38, by Moeschler, Jacques	2020	Classical Sigma-2	3	Rectangle
Negative predicates. Incorporated negation, p. 38, by Moeschler, Jacques	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 4, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 5, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 5, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 6, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 6, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 6, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 6, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 7, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
A note on the links between different qualitative integrals, p. 8, by Holčapek, Michal; Rico, Agnès	2020	Classical Sigma-2	3	Rectangle
Graded polygons of opposition in fuzzy formal concept analysis, p. 130, by Boffa, Stefania; Murinová, Petra; Novák, Vilém	2021	Classical Sigma-2	3	Square
Graded polygons of opposition in fuzzy formal concept analysis, p. 130, by Boffa, Stefania; Murinová, Petra; Novák, Vilém	2021	Classical Sigma-2	3	Square
Graded polygons of opposition in fuzzy formal concept analysis, p. 131, by Boffa, Stefania; Murinová, Petra; Novák, Vilém	2021	Non-Sigma	9	Decagon
Graded polygons of opposition in fuzzy formal concept analysis, p. 142, by Boffa, Stefania; Murinová, Petra; Novák, Vilém	2021	Classical Sigma-2	3	Square