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- W2166583555 abstract "In this note we consider a new equational class of algebras called E-lattices (A, ^, V, h, 0, 1) where (A, ^, V, 0, 1) is a distributive (0,1)-lattice and h is a lattice endomorphism. We consider the subclass Ek of k-cyclic E-lattices such that hk(x) = x, for all x, k is a positive integer. We determine the structure of the free k-cyclic E-lattice over a poset using results obtained by L. Monteiro in [9[ for the free distributive lattice over a poset." @default.
- W2166583555 created "2016-06-24" @default.
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- W2166583555 date "2005-06-01" @default.
- W2166583555 modified "2023-10-16" @default.
- W2166583555 title "Free k-cyclic E-lattices over a poset" @default.
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