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  1. On a Weaker Form of Countable Compactness

    On a Weaker Form of Countable Compactness

    Item type: Journal Article • Journal: Quaestiones Mathematicae • Authors: Maddalena Bonanzinga Filippo Cammaroto MikhailV. Matveev
    A star covering property which is equivalent to countable compactness for regular spaces and weaker than countable compactness for Hausdorff spaces is introduced and considered. Various kinds of irregularity of topological spaces are discussed.
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