Completeness and compactness of lattices
B. Węglorz (1967)
Colloquium Mathematicae
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Displaying similar documents to “Linear-compact congruence topologies in *-lattices”
Completeness and compactness of lattices
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K. Głazek (1968)
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M. E. Adams (1974)
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Distributive lattices have the intersection property
Henri Mühle (2021)
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Distributive lattices form an important, well-behaved class of lattices. They are instances of two larger classes of lattices: congruence-uniform and semidistributive lattices. Congruence-uniform lattices allow for a remarkable second order of their elements: the core label order; semidistributive lattices naturally possess an associated flag simplicial complex: the canonical join complex. In this article we present a characterization of finite distributive lattices in terms of the core...
Section Semicomplemented Lattices.
Melvin F. Janowitz (1968/69)
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Proximities compatible with a given topology
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CONTENTSI. Introduction............................................................................................................................................... 5II. Abstract lattices...................................................................................................................................... 7III. Completely regular lattices................................................................................................................. 9IV. Alternate characterizations...