TWO TOPOLOGICAL EQUIVALENTS OF THE AXIOM
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Eric Schechter; E. Schechter
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Article
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1992
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John Wiley and Sons
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English
β 159 KB
π 1 views
## Abstract We show that the Axiom of Choice is equivalent to each of the following statements: (i) A product of closures of subsets of topological spaces is equal to the closure of their product (in the product topology); (ii) A product of complete uniform spaces is complete.