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- Gram's_theorem abstract "In mathematics, Gram's theorem states that an algebraic set in a finite-dimensional vector space invariant under some linear group can be defined by absolute invariants. (Dieudonné & Carrell 1970, p. 31). It is named after J. P. Gram, who published it in 1874.".
- Gram's_theorem wikiPageExternalLink 156639.
- Gram's_theorem wikiPageID "35215342".
- Gram's_theorem wikiPageRevisionID "584321870".
- Gram's_theorem hasPhotoCollection Gram's_theorem.
- Gram's_theorem last "Carrell".
- Gram's_theorem last "Dieudonné".
- Gram's_theorem loc "p. 31".
- Gram's_theorem year "1970".
- Gram's_theorem subject Category:Invariant_theory.
- Gram's_theorem comment "In mathematics, Gram's theorem states that an algebraic set in a finite-dimensional vector space invariant under some linear group can be defined by absolute invariants. (Dieudonné & Carrell 1970, p. 31). It is named after J. P. Gram, who published it in 1874.".
- Gram's_theorem label "Gram's theorem".
- Gram's_theorem sameAs m.0j7jgqx.
- Gram's_theorem sameAs Q5593569.
- Gram's_theorem sameAs Q5593569.
- Gram's_theorem wasDerivedFrom Gram's_theorem?oldid=584321870.
- Gram's_theorem isPrimaryTopicOf Gram's_theorem.