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- Abstract_simplicial_complex abstract "In mathematics, an abstract simplicial complex is a purely combinatorial description of the geometric notion of a simplicial complex, consisting of a family of non-empty finite sets closed under the operation of taking non-empty subsets. In the context of matroids and greedoids, abstract simplicial complexes are also called independence systems.".
- Abstract_simplicial_complex thumbnail Simplicial_complex_nonexample.svg?width=300.
- Abstract_simplicial_complex wikiPageID "723105".
- Abstract_simplicial_complex wikiPageRevisionID "599311671".
- Abstract_simplicial_complex hasPhotoCollection Abstract_simplicial_complex.
- Abstract_simplicial_complex subject Category:Algebraic_topology.
- Abstract_simplicial_complex subject Category:Set_families.
- Abstract_simplicial_complex subject Category:Simplicial_sets.
- Abstract_simplicial_complex type Abstraction100002137.
- Abstract_simplicial_complex type Family108078020.
- Abstract_simplicial_complex type Group100031264.
- Abstract_simplicial_complex type Organization108008335.
- Abstract_simplicial_complex type SetFamilies.
- Abstract_simplicial_complex type SocialGroup107950920.
- Abstract_simplicial_complex type Unit108189659.
- Abstract_simplicial_complex type YagoLegalActor.
- Abstract_simplicial_complex type YagoLegalActorGeo.
- Abstract_simplicial_complex type YagoPermanentlyLocatedEntity.
- Abstract_simplicial_complex comment "In mathematics, an abstract simplicial complex is a purely combinatorial description of the geometric notion of a simplicial complex, consisting of a family of non-empty finite sets closed under the operation of taking non-empty subsets. In the context of matroids and greedoids, abstract simplicial complexes are also called independence systems.".
- Abstract_simplicial_complex label "Abstract simplicial complex".
- Abstract_simplicial_complex sameAs m.035rll.
- Abstract_simplicial_complex sameAs Q4669959.
- Abstract_simplicial_complex sameAs Q4669959.
- Abstract_simplicial_complex sameAs Abstract_simplicial_complex.
- Abstract_simplicial_complex wasDerivedFrom Abstract_simplicial_complex?oldid=599311671.
- Abstract_simplicial_complex depiction Simplicial_complex_nonexample.svg.
- Abstract_simplicial_complex isPrimaryTopicOf Abstract_simplicial_complex.