We recently introduced special fuzzy quantifiers named quantifier-based operators to form extended fuzzy concept lattices and to construct graded squares, hexagons, octagons and decagons of oppositions. This article aims to extend our previous works by organizing quantifier-based operators in more general structures of oppositions: the so-called graded cubes of opposition and 5-graded cubes of opposition.
Boffa, S., Murinova, P., Novak, V., Ferbas, P. (2022). Graded cubes of opposition in fuzzy formal concept analysis. INTERNATIONAL JOURNAL OF APPROXIMATE REASONING, 145, 187-209 [10.1016/j.ijar.2022.03.006].
Graded cubes of opposition in fuzzy formal concept analysis
Boffa, S;
2022
Abstract
We recently introduced special fuzzy quantifiers named quantifier-based operators to form extended fuzzy concept lattices and to construct graded squares, hexagons, octagons and decagons of oppositions. This article aims to extend our previous works by organizing quantifier-based operators in more general structures of oppositions: the so-called graded cubes of opposition and 5-graded cubes of opposition.
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