Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Crossed_module> ?p ?o. }
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- Crossed_module abstract "In mathematics, and especially in homotopy theory, a crossed module consists of groups G and H, where G acts on H by automorphisms (which we will write on the left, ), and a homomorphism of groups that is equivariant with respect to the conjugation action of G on itself: and also satisfies the so-called Peiffer identity:".
- Crossed_module wikiPageExternalLink 0307200.
- Crossed_module wikiPageExternalLink 0212065.
- Crossed_module wikiPageExternalLink 0512106.
- Crossed_module wikiPageExternalLink a1.
- Crossed_module wikiPageExternalLink hdaweb2.htm.
- Crossed_module wikiPageExternalLink nonab-a-t.html.
- Crossed_module wikiPageExternalLink crossed+module,.
- Crossed_module wikiPageID "1977281".
- Crossed_module wikiPageRevisionID "603806722".
- Crossed_module hasPhotoCollection Crossed_module.
- Crossed_module subject Category:Algebraic_topology.
- Crossed_module subject Category:Group_actions.
- Crossed_module type Abstraction100002137.
- Crossed_module type Act100030358.
- Crossed_module type Event100029378.
- Crossed_module type GroupAction101080366.
- Crossed_module type GroupActions.
- Crossed_module type PsychologicalFeature100023100.
- Crossed_module type YagoPermanentlyLocatedEntity.
- Crossed_module comment "In mathematics, and especially in homotopy theory, a crossed module consists of groups G and H, where G acts on H by automorphisms (which we will write on the left, ), and a homomorphism of groups that is equivariant with respect to the conjugation action of G on itself: and also satisfies the so-called Peiffer identity:".
- Crossed_module label "Crossed module".
- Crossed_module sameAs m.06bdkz.
- Crossed_module sameAs Q5188565.
- Crossed_module sameAs Q5188565.
- Crossed_module sameAs Crossed_module.
- Crossed_module wasDerivedFrom Crossed_module?oldid=603806722.
- Crossed_module isPrimaryTopicOf Crossed_module.