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- Infinite_broom abstract "In topology, the infinite broom is a subset of the Euclidean plane that is used as an example distinguishing various notions of connectedness. The closed infinite broom is the closure of the infinite broom, and is also referred to as the broom space.".
- Infinite_broom thumbnail Infinite_broom.svg?width=300.
- Infinite_broom wikiPageID "20684384".
- Infinite_broom wikiPageRevisionID "605271069".
- Infinite_broom hasPhotoCollection Infinite_broom.
- Infinite_broom subject Category:Topological_spaces.
- Infinite_broom subject Category:Trees_(topology).
- Infinite_broom type Abstraction100002137.
- Infinite_broom type Attribute100024264.
- Infinite_broom type MathematicalSpace108001685.
- Infinite_broom type Set107999699.
- Infinite_broom type Space100028651.
- Infinite_broom type TopologicalSpaces.
- Infinite_broom comment "In topology, the infinite broom is a subset of the Euclidean plane that is used as an example distinguishing various notions of connectedness. The closed infinite broom is the closure of the infinite broom, and is also referred to as the broom space.".
- Infinite_broom label "Infinite broom".
- Infinite_broom sameAs m.0524j1g.
- Infinite_broom sameAs Q6029835.
- Infinite_broom sameAs Q6029835.
- Infinite_broom sameAs Infinite_broom.
- Infinite_broom wasDerivedFrom Infinite_broom?oldid=605271069.
- Infinite_broom depiction Infinite_broom.svg.
- Infinite_broom isPrimaryTopicOf Infinite_broom.
