J. Medina, E. Turunen, E. Bartl, J. Diaz-Moreno:
"Minimal Solutions of Fuzzy Relation Equations with General Operators on the Unit Interval";
Information Processing and Management of Uncertainty in Knowledge-Based Systems, 444 (2014), S. 81 - 90.

Kurzfassung englisch:
Fuzzy relation equations arise as a mechanism to solve problems in several frameworks, such as in fuzzy logic. Moreover, the solvability of these equations has been related to fuzzy property-oriented concept lattices.

This paper studies a procedure to obtain the minimal solutions of fuzzy relation equations R ∘ X = T, with an isotone binary operation associated with a (left or right) residuated implication on the unit interval. From this study several results, based on the covering problem, are introduced generalizing other ones given in the literature.

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