Implication triples and adjoint triples are two of the more general residuated operators which have been applied independently in manifold important fields.
Abstract. Implication triples and adjoint triples are two of the more general residuated operators which have been applied independently in manifold impor-.
Implication triples and adjoint triples are two of the more general residuated operators which have been applied independently in manifold important fields.
Bibliographic details on Implication Triples versus Adjoint Triples.
Adjoint triples are helpful as basic operators used in several domains. For example, adjoint triples play an important role in two important frameworks: ...
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Apr 1, 2024 · This entry is about the notion of adjoint triple involving three functors. This is not to be confused with the notion of adjoint monads.
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Nov 30, 2021 · Implications pairs, adjoint pairs and adjoint triples provide general residuated structures considered in different mathematical theories.
. The following result relates the adjoint implication to implication triples and ... Implication triples versus adjoint triples. Lecture Notes in Computer ...
Abstract. Implications pairs, adjoint pairs and adjoint triples provide general residuated structures considered in different mathematical theories.
Adjoint triples are an interesting generalization of t-norms and their residuated implications, since they increase the flexibility in the framework where ...