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- Witt_group abstract "In mathematics, a Witt group of a field, named after Ernst Witt, is an abelian group whose elements are represented by symmetric bilinear forms over the field.".
- Witt_group wikiPageExternalLink w098080.htm.
- Witt_group wikiPageID "5578523".
- Witt_group wikiPageRevisionID "606072924".
- Witt_group hasPhotoCollection Witt_group.
- Witt_group subject Category:Quadratic_forms.
- Witt_group type Abstraction100002137.
- Witt_group type Form106290637.
- Witt_group type LanguageUnit106284225.
- Witt_group type Part113809207.
- Witt_group type QuadraticForms.
- Witt_group type Relation100031921.
- Witt_group type Word106286395.
- Witt_group comment "In mathematics, a Witt group of a field, named after Ernst Witt, is an abelian group whose elements are represented by symmetric bilinear forms over the field.".
- Witt_group label "Groupe de Witt".
- Witt_group label "Witt group".
- Witt_group sameAs Groupe_de_Witt.
- Witt_group sameAs m.0dthmd.
- Witt_group sameAs Q3117708.
- Witt_group sameAs Q3117708.
- Witt_group sameAs Witt_group.
- Witt_group wasDerivedFrom Witt_group?oldid=606072924.
- Witt_group isPrimaryTopicOf Witt_group.