David Lutzer, R. A. McCoy
Abstract
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COROLLARY 2.4.For any space X, C π (X) is a Baire space if and only if C π (X) is of the second Baire category.
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COROLLARY 2.4.For any space X, C π (X) is a Baire space if and only if C π (X) is of the second Baire category.
Key concepts: Baire category theorem, Mathematics, Baire space, Pointwise convergence, Baire measure, Metrization theorem, Hausdorff space, Normal space