Functions on Distributive Lattices with
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Jonathan David Farley
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Article
📅
2000
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Elsevier Science
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English
⚖ 305 KB
Let L be a bounded distributive lattice. For k 1, let S k (L) be the lattice of k-ary functions on L with the congruence substitution property (Boolean functions); let S(L) be the lattice of all Boolean functions. The lattices that can arise as S k (L) or S(L) for some bounded distributive lattice L