interior
(Q862761)
given a subset S of a topological space X, the biggest set of points in S not part of the boundary of S
given a subset S of a topological space X, the biggest set of points in S not part of the boundary of S
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Current Data About
interior
| (P31) |
(Q44106280)
|
| (P279) |
(Q77613467)
(Q211548) (Q213363) (Q89241524) |
| (P461) |
(Q1322786)
|
| (P2534) |
\operatorname{int}(S) = \bigcup \{ U \in \operatorname{Open}(X) | S \supseteq U \} = S \setminus\partial S
|
| (P2579) |
(Q217413)
(Q42989) |
| (P2670) |
(Q5116525)
|
| (P6104) |
(Q8487137)
|
other details
| aliases |
interior of a set open kernel topological interior geometric interior |
| description | given a subset S of a topological space X, the biggest set of points in S not part of the boundary of S |
External Links
| (P646) |
/m/0fg2q
|
| (P2812) |
Interior
|
| (P3827) |
interior-points
|
| (P4215) |
interior
|
| (P5019) |
innerer-punkt
|
| (P6366) |
28888078
|
| (P12888) |
df-ntr
|