Multiple complementation in the lattice of topologies
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Publication:5556257
DOI10.4064/FM-62-1-53-59zbMath0169.24803OpenAlexW784531598MaRDI QIDQ5556257
Publication date: 1968
Published in: Fundamenta Mathematicae (Search for Journal in Brave)
Full work available at URL: https://eudml.org/doc/214029
Related Items (9)
Mutually complementary partial orders ⋮ Partial order complementation graphs ⋮ Complementation in the lattice of locally convex topologies ⋮ The number of complements of a topology on \(n\) points is at least \(2^ n\) (except for some special cases) ⋮ Transversal, \(T_{1}\)-independent, and \(T_{1}\)-complementary topologies ⋮ The lattice of functional Alexandroff topologies ⋮ Maximal complements in the lattices of pre-orders and topologies. ⋮ Self complementary topologies and preorders ⋮ The number of complements in the lattice of topologies on a fixed set
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