Power stability of k-spaces and compactness
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TL;DRAbstract
It is proved that a topological space X is compact if X(m) is a k-space for each cardinal number m.
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It is proved that a topological space X is compact if X(m) is a k-space for each cardinal number m.
Keywords
Compact spaceMathematicsStability (learning theory)Power (physics)Topology (electrical circuits)Pure mathematicsDiscrete mathematicsCombinatorics
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