i
interior
Given a subset S of a topological space X, the biggest set of points in S not part of the boundary of S
Also known as interior of a set · open kernel · topological interior · geometric interior
- Instance of
- Subclass of
- topological subspace
- , locus
- , open set
- +1 more
Overview
All data
16 statements · 6% with external sources · numbers in brackets are citations
- Defining formula
\operatorname{int}(S) = \bigcup \{ U \in \operatorname{Open}(X) | S \supseteq U \} = S \setminus\partial S
On other databases
7 identifiers linking interior across the web's reference databases