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Showing 1 to 3 of 3 for “"Closed point sets"”.
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Concerning Locally Compact and Closed Point Sets.
… Axioms 0 and 13, no locally compact and perfect point set is countable.</p>
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Concerning the Covering of Closed and Compact Point Sets.
… and a few basic definitions to prove that every closed and compact point set which is covered by a collection of domains is covered by a finite subcollection of those domains.
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Concerning the Covering Theorem for Closed and Perfectly Compact Point Sets.
… Theorem, the following is a theorem: If M is a closed point set, then M is perfectly compact if, and only if, when G is a collection of regions covering M, then some finite subcollection of G covers M.