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On Finite Alexandroff Space Co-Topology Matrix
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[ES] Un espacio topológico de Alexandroff es un tipo especial de espacio topológico que verifica que la intersección arbitraria de conjuntos abiertos es un conjunto abierto.
Mancero Mosquera, Marcelo Isaac
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Alexandroff L-fuzzy topological spaces and reflexive L-fuzzy relations
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Construction of an Alexandroff topology on the edge set of an undirected graph
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The Lattice of Functional Alexandroff Topologies
Order, 2020Let \(X\) be a set and \(f:X \longrightarrow X\) be a function; then \(\mathcal{P}(f):=\{O \subseteq X: f^{-1}(O)\subseteq O\}\) is an Alexandroff topology on \(X\). A space \((X, \mathcal{T})\) is said to be primal [\textit{O. Echi}, Topology Appl. 159, No. 9, 2357--2366 (2012; Zbl 1245.54033)], or functional Alexandroff [\textit{F. A. Z. Shirazi} and
Tom Richmond
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