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- Hedgehog_space abstract "In mathematics, a hedgehog space is a topological space, consisting of a set of spines joined at a point.For any cardinal number , the -hedgehog space is formed by taking the disjoint union of real unit intervals identified at the origin. Each unit interval is referred to as one of the hedgehog's spines. A -hedgehog space is sometimes called a hedgehog space of spininess .The hedgehog space is a metric space, when endowed with the hedgehog metric if and lie in the same spine, and by if and lie in different spines. Although their disjoint union makes the origins of the intervals distinct, the metric identifies them by assigning them 0 distance.Hedgehog spaces are examples of real trees.".
- Hedgehog_space wikiPageID "8016170".
- Hedgehog_space wikiPageRevisionID "580105575".
- Hedgehog_space hasPhotoCollection Hedgehog_space.
- Hedgehog_space subject Category:General_topology.
- Hedgehog_space subject Category:Topological_spaces.
- Hedgehog_space subject Category:Trees_(topology).
- Hedgehog_space type Abstraction100002137.
- Hedgehog_space type Attribute100024264.
- Hedgehog_space type MathematicalSpace108001685.
- Hedgehog_space type Set107999699.
- Hedgehog_space type Space100028651.
- Hedgehog_space type TopologicalSpaces.
- Hedgehog_space comment "In mathematics, a hedgehog space is a topological space, consisting of a set of spines joined at a point.For any cardinal number , the -hedgehog space is formed by taking the disjoint union of real unit intervals identified at the origin. Each unit interval is referred to as one of the hedgehog's spines.".
- Hedgehog_space label "Hedgehog space".
- Hedgehog_space label "Jeż (topologia)".
- Hedgehog_space label "Ёж (топология)".
- Hedgehog_space sameAs Jeż_(topologia).
- Hedgehog_space sameAs m.026nn5m.
- Hedgehog_space sameAs Q4053718.
- Hedgehog_space sameAs Q4053718.
- Hedgehog_space sameAs Hedgehog_space.
- Hedgehog_space wasDerivedFrom Hedgehog_space?oldid=580105575.
- Hedgehog_space isPrimaryTopicOf Hedgehog_space.