| − | The '''closure''' of a set ''A'' is the intersection of all [[closed set]]s containing ''A''. In metric spaces, this can be also defined as the set of all limit points of the set ''A''. | + | The '''closure''' of a set ''A'' is the intersection of all [[closed set]]s containing ''A''. In [[metric space]]s, this can be also defined as the set of all limit points of the set ''A''. |