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- Interior_(topology) abstract "In mathematics, specifically in topology, the interior of a set S of points of a topological space consists of all points of S that do not belong to the boundary of S. A point that is in the interior of S is an interior point of S.Equivalently the interior of S is the complement of the closure of the complement of S. In this sense interior and closure are dual notions. The exterior of a set is the interior of its complement, equivalently the complement of its closure; it consists of the points that are in neither the set nor its boundary. The interior, boundary, and exterior of a subset together partition the whole space into three blocks (or fewer when one or more of these is empty). The interior and exterior are always open while the boundary is always closed. Sets with empty interior have been called boundary sets.".
- Interior_(topology) thumbnail Interior_illustration.svg?width=300.
- Interior_(topology) wikiPageID "55610".
- Interior_(topology) wikiPageRevisionID "600872041".
- Interior_(topology) hasPhotoCollection Interior_(topology).
- Interior_(topology) id "3123".
- Interior_(topology) title "Interior".
- Interior_(topology) subject Category:Closure_operators.
- Interior_(topology) subject Category:General_topology.
- Interior_(topology) type Abstraction100002137.
- Interior_(topology) type ClosureOperators.
- Interior_(topology) type Function113783816.
- Interior_(topology) type MathematicalRelation113783581.
- Interior_(topology) type Operator113786413.
- Interior_(topology) type Relation100031921.
- Interior_(topology) comment "In mathematics, specifically in topology, the interior of a set S of points of a topological space consists of all points of S that do not belong to the boundary of S. A point that is in the interior of S is an interior point of S.Equivalently the interior of S is the complement of the closure of the complement of S. In this sense interior and closure are dual notions.".
- Interior_(topology) label "Innerer Punkt".
- Interior_(topology) label "Interior (topology)".
- Interior_(topology) label "Interior (topología)".
- Interior_(topology) label "Interior".
- Interior_(topology) label "Intérieur (topologie)".
- Interior_(topology) label "Inwendige (topologie)".
- Interior_(topology) label "Parte interna".
- Interior_(topology) label "Wnętrze (matematyka)".
- Interior_(topology) label "Внутренность".
- Interior_(topology) label "داخل (طوبولوجيا)".
- Interior_(topology) label "内部 (位相空間論)".
- Interior_(topology) label "内部".
- Interior_(topology) sameAs Vnitřek_množiny.
- Interior_(topology) sameAs Innerer_Punkt.
- Interior_(topology) sameAs Interior_(topología).
- Interior_(topology) sameAs Intérieur_(topologie).
- Interior_(topology) sameAs Parte_interna.
- Interior_(topology) sameAs 内部_(位相空間論).
- Interior_(topology) sameAs 내부_(위상수학).
- Interior_(topology) sameAs Inwendige_(topologie).
- Interior_(topology) sameAs Wnętrze_(matematyka).
- Interior_(topology) sameAs Interior.
- Interior_(topology) sameAs m.0fg2q.
- Interior_(topology) sameAs Q862761.
- Interior_(topology) sameAs Q862761.
- Interior_(topology) sameAs Interior_(topology).
- Interior_(topology) wasDerivedFrom Interior_(topology)?oldid=600872041.
- Interior_(topology) depiction Interior_illustration.svg.
- Interior_(topology) isPrimaryTopicOf Interior_(topology).