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- Teichmüller_cocycle abstract "In mathematics, the Teichmüller cocycle is a certain 3-cocycle associated to a simple algebra A over a field L which is a finite Galois extension of a field K and which has the property that any automorphism of L over K extends to an automorphism of A. The Teichmüller cocycle, or rather its cohomology class, is the obstruction to the algebra A coming from a simple algebra over K. It was introduced by Teichmüller (1940) and named by Eilenberg and MacLane (1948).".
- Teichmüller_cocycle wikiPageExternalLink books?isbn=978-0-8218-4426-7.
- Teichmüller_cocycle wikiPageID "45145222".
- Teichmüller_cocycle wikiPageLength "2072".
- Teichmüller_cocycle wikiPageOutDegree "13".
- Teichmüller_cocycle wikiPageRevisionID "653938284".
- Teichmüller_cocycle wikiPageWikiLink Automorphism.
- Teichmüller_cocycle wikiPageWikiLink Category:Class_field_theory.
- Teichmüller_cocycle wikiPageWikiLink Cyclic_group.
- Teichmüller_cocycle wikiPageWikiLink Deutsche_Mathematik.
- Teichmüller_cocycle wikiPageWikiLink Field_(mathematics).
- Teichmüller_cocycle wikiPageWikiLink Galois_cohomology.
- Teichmüller_cocycle wikiPageWikiLink Galois_extension.
- Teichmüller_cocycle wikiPageWikiLink Global_field.
- Teichmüller_cocycle wikiPageWikiLink Least_common_multiple.
- Teichmüller_cocycle wikiPageWikiLink Mathematics.
- Teichmüller_cocycle wikiPageWikiLink Normal_extension.
- Teichmüller_cocycle wikiPageWikiLink Order_(group_theory).
- Teichmüller_cocycle wikiPageWikiLink Simple_algebra.
- Teichmüller_cocycle wikiPageWikiLinkText "Teichmüller cocycle".
- Teichmüller_cocycle hasPhotoCollection Teichmüller_cocycle.
- Teichmüller_cocycle wikiPageUsesTemplate Template:Citation.
- Teichmüller_cocycle wikiPageUsesTemplate Template:Harv.
- Teichmüller_cocycle wikiPageUsesTemplate Template:Harvs.
- Teichmüller_cocycle subject Category:Class_field_theory.
- Teichmüller_cocycle comment "In mathematics, the Teichmüller cocycle is a certain 3-cocycle associated to a simple algebra A over a field L which is a finite Galois extension of a field K and which has the property that any automorphism of L over K extends to an automorphism of A. The Teichmüller cocycle, or rather its cohomology class, is the obstruction to the algebra A coming from a simple algebra over K. It was introduced by Teichmüller (1940) and named by Eilenberg and MacLane (1948).".
- Teichmüller_cocycle label "Teichmüller cocycle".
- Teichmüller_cocycle sameAs m.012nvr7t.
- Teichmüller_cocycle sameAs Teichmüllerkocykel.
- Teichmüller_cocycle sameAs Q18857101.
- Teichmüller_cocycle sameAs Q18857101.
- Teichmüller_cocycle wasDerivedFrom Teichmüller_cocycle?oldid=653938284.
- Teichmüller_cocycle isPrimaryTopicOf Teichmüller_cocycle.