Results 211 to 220 of about 373 (231)

Affine complete distributive lattices

Order, 1994
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Completion and amalgamation of bounded distributive quasi lattices

Logic Journal of IGPL, 2010
In this note we present a completion for the variety of bounded distributive quasi lattices, and, inspired by a well-known idea of L.L. Maksimova [14], we apply this result in proving the amalgamation property for such a class of algebras.
Alizadeh M, LEDDA, ANTONIO, FREYTES, HECTOR CARLOS   +2 more
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A generalization of completely distributive lattices

Algebra Universalis, 1990
Let A and B be subsets of the poset (P,\(\leq)\). A is said to be well below B, \(A\ll B\), if whenever D is a directed subset of P for which sup(D) exists and belongs to the upset \(\uparrow B\), one has that \(D\cap \uparrow A\neq \emptyset\). According to Gierz and Lawson, a lattice L is generalized continuous (a GCL), if one has for every x in L ...
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Affine completions of distributive lattices

Order, 1996
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On Raney's theorems for completely distributive complete lattices

Colloquium Mathematicum, 1988
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Canonical extensions, free completely distributive lattices, and complete retracts

Algebra Universalis, 2021
John Harding, Mamuka Jibladze, Guram Bezhanishvili   +2 more
exaly  

Uniformities on completely distributive lattices

1990
Summary: We extend the definition of uniformity in the form of a system of covers to completely distributive lattices and prove that uniformizability coincides with complete regularity on completely distributive lattice.
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The dual of a generalized completely distributive lattice is a hypercontinuous lattice

Algebra Universalis, 2010
Jinbo Yang, Xu Xiaoquan
exaly  

Lattice-valued mappings, completely distributive law and induced spaces

Fuzzy Sets and Systems, 1991
Liu Ying-Ming
exaly  

Rough approximations on a complete completely distributive lattice with applications to generalized rough sets

Information Sciences, 2006
Daniel S Yeung, Zhang Wenxiu, Chen Degang   +2 more
exaly