Introduction to meet-continuous topological lattices

Introduction to meet-continuous topological lattices (1998)

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by Artur Korniłowicz

Venue:	Journal of Formalized Mathematics
Citations:	1 - 1 self

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@ARTICLE{Korniłowicz98introductionto,
    author = {Artur Korniłowicz},
    title = {Introduction to meet-continuous topological lattices},
    journal = {Journal of Formalized Mathematics},
    year = {1998},
    volume = {10},
    pages = {10--13}
}

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Citations

1274	Tarski Grothendieck set theory - Trybulec - 1989
1237	Functions and their basic properties - Byliński - 1989
1164	Properties of subsets - Trybulec - 1989
991	Functions from a set to a set - Byliński - 1989
971	Relations and their basic properties - Woronowicz - 1989
709	Some basic properties of sets - Byliński - 1989
301	Finite sets - Darmochwał - 1989
163	Partially ordered sets - Trybulec - 1989
145	The Euclidean space - Darmochwał - 1991
119	Complete lattices - Bancerek - 1992
110	Directed sets, nets, ideals, filters, and maps - Bancerek - 1996
105	Bounds in posets and relational substructures - Bancerek - 1996
99	A Borsuk theorem on homotopy types - Trybulec - 1991
91	Group and field definitions - Białas - 1990
86	Boolean posets, posets under inclusion and products of relational structures - Grabowski, Milewski - 1996
59	Shibakov and Andrzej Trybulec. The Cantor set - Yu - 1996
57	Galois connections - Byliński - 1996
31	On the category of posets - Grabowski - 1996
27	On the topological properties of meet-continuous lattices - Korniłowicz - 1996
22	Baire spaces, Sober spaces - Trybulec - 1997
21	Dyadic numbers and T4 topological spaces - Białas, Nakamura - 1996
21	Cartesian products of relations and relational structures - Korniłowicz - 1996
21	Meet – continuous lattices - Korniłowicz - 1996
17	The lattice of domains of an extremally disconnected space - Karno - 1992
14	and Agata Darmochwał. Subsets of topological spaces - Wysocki - 1990