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- Brauer_group abstract "In mathematics, the Brauer group of a field K is an abelian group whose elements are Morita equivalence classes of central simple algebras of finite rank over K and addition is induced by the tensor product of algebras. It arose out of attempts to classify division algebras over a field and is named after the algebraist Richard Brauer. The group may also be defined in terms of Galois cohomology. More generally, the Brauer group of a scheme is defined in terms of Azumaya algebras.".
- Brauer_group wikiPageExternalLink BrauerGroup.html.
- Brauer_group wikiPageExternalLink BrauerGroup.html.
- Brauer_group wikiPageID "404078".
- Brauer_group wikiPageRevisionID "593789501".
- Brauer_group author "V.A. Iskovskikh".
- Brauer_group hasPhotoCollection Brauer_group.
- Brauer_group id "B/b017610".
- Brauer_group title "Brauer group of a field k".
- Brauer_group subject Category:Algebraic_number_theory.
- Brauer_group subject Category:Ring_theory.
- Brauer_group comment "In mathematics, the Brauer group of a field K is an abelian group whose elements are Morita equivalence classes of central simple algebras of finite rank over K and addition is induced by the tensor product of algebras. It arose out of attempts to classify division algebras over a field and is named after the algebraist Richard Brauer. The group may also be defined in terms of Galois cohomology. More generally, the Brauer group of a scheme is defined in terms of Azumaya algebras.".
- Brauer_group label "Brauer group".
- Brauer_group label "Brauer-groep".
- Brauer_group label "Brauergruppe".
- Brauer_group label "Groupe de Brauer".
- Brauer_group label "ブラウアー群".
- Brauer_group sameAs Brauergruppe.
- Brauer_group sameAs Groupe_de_Brauer.
- Brauer_group sameAs ブラウアー群.
- Brauer_group sameAs Brauer-groep.
- Brauer_group sameAs m.02466j.
- Brauer_group sameAs Q900456.
- Brauer_group sameAs Q900456.
- Brauer_group wasDerivedFrom Brauer_group?oldid=593789501.
- Brauer_group isPrimaryTopicOf Brauer_group.