Completely meet-irreducible tolerances in distributive Noetherian lattices
Josef Niederle (1989)
Czechoslovak Mathematical Journal
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Displaying similar documents to “Going down in (semi)lattices of finite Moore families and convex geometries”
Completely meet-irreducible tolerances in distributive Noetherian lattices
On the collection of lattices determined by the same poset of meet-irreducibles.
Šešelja, Branimir, Tepavčević, Andreja (1996)
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Some lattices of closure systems on a finite set.
Caspard, Nathalie, Monjardet, Bernard (2004)
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Representations of locally distributive lattices
Behrendt, Gerhard (1991)
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-distributive function lattices
Marcel Erné (2013)
Mathematica Bohemica
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It is known that for a nonempty topological space and a nonsingleton complete lattice endowed with the Scott topology, the partially ordered set of all continuous functions from into is a continuous lattice if and only if both and the open set lattice are continuous lattices. This result extends to certain classes of -distributive lattices, where is a subset system replacing the system of all directed subsets (for which the -distributive complete lattices are just...