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Distributive lattice
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Duality theory for distributive lattices - Wikipedia, the free encyclopedia
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Birkhoff's representation theorem - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Birkhoff's_representation_theorem
In mathematics, Birkhoff's representation theorem for distributive lattices states that the elements of any finite distributive lattice can be represented as finite sets, ... |
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Stone, in [8], developed for distributive lattices a representation theory general- izing that for Boolean algebras. This he achieved by topologizing the set X of ...
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Jan 22, 2005 ... Abstract: We prove the following result: Theorem. Every algebraic distributive lattice D with at most $\aleph\_1$ compact elements is isomorphic ...
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new representation theorem for distributive lattices with monotone operators. ... either using Stone's representation of distributive lattices in terms of spectral ...
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The characterization problem of congruence lattices of lattices can be reduced to the representation of distributive join-semilattices as special join- homomorphic ...
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A Representation Theory for Modalized Distributive. Lattices. John L. Bell. 1. - lattices and -algebras. By a lattice we shall always mean a distributive lattice which ...
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We present a framework for extending Stone's representation theorem for distributive lattices to representation theorems for distributive lattices with operators.
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We give a representation of distributive lattices with the existential quantifier in ... ular, Cignoli has proved a representation of Q-distributive lattices in terms ...
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