Difference between revisions of "Boundary"

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m (Boundry moved to Boundary: sp)
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The '''boundry''' of a set ''X'' is the intersection of the [[closure]] of ''X'' and the closure of the complement of ''X''.  
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The '''boundary''' of a set ''X'' is the intersection of the [[closure]] of ''X'' and the closure of the complement of ''X''.  
 
[[category:topology]]
 
[[category:topology]]

Revision as of 15:19, January 18, 2008

The boundary of a set X is the intersection of the closure of X and the closure of the complement of X.