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- Semiregular_space abstract "A semiregular space is a topological space whose regular open sets (sets that equal the interiors of their closures) form a base.Every regular space is semiregular, and every topological space may be embedded into a semiregular space.Semiregular spaces should not be confused with locally regular spaces, spaces in which there is a base of open sets that induce regular subspaces. For example, the bug-eyed line is locally regular but not semiregular.".
- Semiregular_space wikiPageID "1885104".
- Semiregular_space wikiPageRevisionID "576449692".
- Semiregular_space hasPhotoCollection Semiregular_space.
- Semiregular_space subject Category:Separation_axioms.
- Semiregular_space subject Category:Topology.
- Semiregular_space type Abstraction100002137.
- Semiregular_space type AuditoryCommunication107109019.
- Semiregular_space type Communication100033020.
- Semiregular_space type Maxim107152948.
- Semiregular_space type Saying107151380.
- Semiregular_space type SeparationAxioms.
- Semiregular_space type Speech107109196.
- Semiregular_space comment "A semiregular space is a topological space whose regular open sets (sets that equal the interiors of their closures) form a base.Every regular space is semiregular, and every topological space may be embedded into a semiregular space.Semiregular spaces should not be confused with locally regular spaces, spaces in which there is a base of open sets that induce regular subspaces. For example, the bug-eyed line is locally regular but not semiregular.".
- Semiregular_space label "Halbregulärer Raum".
- Semiregular_space label "Semiregular space".
- Semiregular_space label "فضاء شبه منتظم".
- Semiregular_space sameAs Halbregulärer_Raum.
- Semiregular_space sameAs m.063ngz.
- Semiregular_space sameAs Q1458396.
- Semiregular_space sameAs Q1458396.
- Semiregular_space sameAs Semiregular_space.
- Semiregular_space wasDerivedFrom Semiregular_space?oldid=576449692.
- Semiregular_space isPrimaryTopicOf Semiregular_space.