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Compact space
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Revision as of 16:52, April 1, 2007
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16:52, April 1, 2007
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A [[topological space]] '''X''' is said to be compact, if every [[open cover]] of '''X''' contains a finite subcover.
A [[topological space]] '''X''' is said to be compact, if every [[open cover]] of '''X''' contains a finite subcover.
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[[Category:
Mathematics
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[[Category:
Topology
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