Difference between revisions of "Closure (topology)"
m (Closure moved to Closure mathematical: Need to disambiguate with closure in computer science, which has a somewhat different usage.)
m (Closure mathematical moved to Closure (mathematics): Closure (mathematics) reads better than Closure mathematical)
Revision as of 19:24, 17 September 2007
In mathematics, the closure of a subset A of a topological space X is the set union of A and all its limit points in X. It is usually denoted by . Other equivalent definitions of the closure of A are as the smallest closed set in X containing A, or the intersection of all closed sets in X containing A.