The paper proves a minimal cardinality of seven for bounded residuated multilattices that are not lattices, identifies the smallest pure multilattice, and shows that formal concepts induced by compatible Galois connections between complete residuated multilattices form a complete residuated multilat
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Formal Concepts and Residuation on Multilattices
The paper proves a minimal cardinality of seven for bounded residuated multilattices that are not lattices, identifies the smallest pure multilattice, and shows that formal concepts induced by compatible Galois connections between complete residuated multilattices form a complete residuated multilat