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The approximation of compacta by finite T0-spaces

, 2004
It has long been known that compact Hausdorff spaces can be approximated using finite T0-spaces, and that many can be represented as inverse limits of polyhedra. Here we study the relationship between these two types of representation.
Tkachuk, Vladimir V, Wilson, Richard G, Kpperman, Ralph D   +2 more
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Three Proofs of Tychonoff’s Theorem

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Cluster Points of Slow Sequences

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Characterizations of compactness and countable compactness

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Shouro Kasahara
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Non-compact subsets of the Zariski space of an integral domain

Illinois Journal of Mathematics, 2016
Dario Spirito
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Closure in fuzzy topology

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A Topological Approach to Yablo's Paradox

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The strange aspect of most compacta

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A note on compactness and metacompactness

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A New Kind of Cluster Sets and Their Applications

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