On the finite-dimensionality of topologi
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Boris A. Pasynkov
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Article
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1998
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Elsevier Science
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English
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It is proved that there exist integers e(k, 1) 3 -1 for k, 1 = -1 , 0, 1, such that Ind X x Y < e(Ind X, Ind Y) if the space X x Y is normal (and Hausdorff), Y is locally compact paracompact (in particular, compact) and Ind X < co, Ind Y < co (therefore any normal product of two finitedimensional in