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Single-Point Characterization of Uninorms with Nilpotent Underlying T-Norm and T-Conorm
48
Citations
14
References
2014
Year
Fuzzy Set TheoryFuzzy LogicEngineeringSingle-point CharacterizationFuzzy ComputingFuzzy ModelingFuzzy MathematicsUninorm BelongsFuzzy OptimizationBinary OperationsNilpotent GroupDiscrete MathematicsFunctional AnalysisFuzzy Pattern Recognition
Uninorms, as binary operations on the unit interval, have been widely applied in fuzzy set theory. In this paper, we study uninorms with nilpotent underlying t-norm and t-conorm. We prove that such a uninorm belongs to [Formula: see text] or [Formula: see text]. Moreover, some construction methods of uninorms from given t-norm and t-conorm are discussed.
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