Matches in UGent Biblio for { ?s ?p In this paper, Ginsberg's/Fitting's theory of bilattices, and in particular the associated constructs of bilattice-based squares and triangles, is invoked as a natural accommodation and powerful generalization to both intuitionistic fuzzy sets (IFSs) and interval-valued fuzzy sets (IVFSs), serving on one hand to clarify the exact nature of the relationship between these two common extensions of fuzzy sets, and on the other hand providing a general and intuitively attractive framework for the representation of uncertain and potentially conflicting information. Close attention is also paid to the definition of adequate graded versions of basic logical connectives in this setting. Finally, application potential of the proposed framework is briefly illustrated in the context of preference modelling.. }
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- aggregation abstract "In this paper, Ginsberg's/Fitting's theory of bilattices, and in particular the associated constructs of bilattice-based squares and triangles, is invoked as a natural accommodation and powerful generalization to both intuitionistic fuzzy sets (IFSs) and interval-valued fuzzy sets (IVFSs), serving on one hand to clarify the exact nature of the relationship between these two common extensions of fuzzy sets, and on the other hand providing a general and intuitively attractive framework for the representation of uncertain and potentially conflicting information. Close attention is also paid to the definition of adequate graded versions of basic logical connectives in this setting. Finally, application potential of the proposed framework is briefly illustrated in the context of preference modelling.".