Regular open set

http://dbpedia.org/resource/Regular_open_set

A subset of a topological space is called a regular open set if it is equal to the interior of its closure; expressed symbolically, if or, equivalently, if where and denote, respectively, the interior, closure and boundary of A subset of is called a regular closed set if it is equal to the closure of its interior; expressed symbolically, if or, equivalently, if rdf:langString
rdf:langString Regulär offene Menge
rdf:langString Regular open set
xsd:integer 47306
xsd:integer 1108715655
rdf:langString A subset of a topological space is called a regular open set if it is equal to the interior of its closure; expressed symbolically, if or, equivalently, if where and denote, respectively, the interior, closure and boundary of A subset of is called a regular closed set if it is equal to the closure of its interior; expressed symbolically, if or, equivalently, if
xsd:nonNegativeInteger 3208

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