Difference between revisions of "Interior"
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m (New page: The '''interior''' of a set ''A'' is the union of all open sets contained in ''A''. Category:Topology) |
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| − | The '''interior''' of a set ''A'' is the union of all [[open set]]s contained in ''A''. | + | {{stub}}The '''interior''' of a set ''A'' is the union of all [[open set]]s contained in ''A''. |
[[Category:Topology]] | [[Category:Topology]] | ||
Revision as of 19:59, April 15, 2007
Template:StubThe interior of a set A is the union of all open sets contained in A.
