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Abstract homogeneity on partially ordered Sets

Computational and Applied Mathematics
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Ana Shirley Monteiro   +7 more
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Partially Ordered Sets

American Journal of Mathematics, 1941
Dushnik, Ben, Miller, E. W.
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On the dimension of partially ordered sets

The science reports of the Kanazawa University=金沢大学理科報告, 1951
Not ...
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Homomorphism-Homogeneous Partially Ordered Sets

Order, 2007
A homomorphism between posets \((A,\leq)\) and \((B,\leq)\) is a map preserving the ordering \(\leq\). A poset \(P\) is called homomorphism-homogeneous if every homomorphism \(A\to B\) of sub-posets \(A,B\subset P\) can be extended to a homomorphism \(P\to P\).
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Ordering Uniform Completions of Partially Ordered Sets

Canadian Journal of Mathematics, 1974
Let (P, ) be a (nearly) uniform ordered space. Let (P, ) be the uniform completion of (P, ) at . Several partial orders for P are introduced and discussed. One of these orders provides an adjoint to the functor which embeds the category of uniformly complete uniform ordered spaces in the category of uniform ordered spaces, both categories with ...
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The Cofinality of a Partially Ordered Set

Proceedings of the London Mathematical Society, 1983
Milner, E. C., Prikry, K.
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ON MULTIPLIERS OF PARTIALLY ORDERED SETS

JP Journal of Fixed Point Theory and Applications, 2020
Boua, Abdelkarim, Abdelwanis, Ahmed Y.
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Representations of partially ordered sets

Journal of Soviet Mathematics, 1975
Nazarova, L. A., Roiter, A. V.
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PARTIALLY ORDERED CONNECTIVES

Zeitschrift Für Mathematische Logik Und Grundlagen Der Mathematik, 1992
Jouko Väänänen, Gabriel Sandu
exaly  

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