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- Amitsur–Levitzki_theorem abstract "In algebra, the Amitsur–Levitzki theorem states that the algebra of n by n matrices satisfies a certain identity of degree 2n. It was proved by Amitsur and Levitsky (1950). In particular matrix rings are PI rings such that the smallest identity they satisfy has degree exactly 2n.".
- Amitsur–Levitzki_theorem wikiPageID "30373123".
- Amitsur–Levitzki_theorem wikiPageRevisionID "569344588".
- Amitsur–Levitzki_theorem author1Link "Shimshon Amitsur".
- Amitsur–Levitzki_theorem author2Link "Jacob Levitzki".
- Amitsur–Levitzki_theorem first "E.".
- Amitsur–Levitzki_theorem id "a/a110570".
- Amitsur–Levitzki_theorem last "Amitsur".
- Amitsur–Levitzki_theorem last "Formanek".
- Amitsur–Levitzki_theorem last "Levitsky".
- Amitsur–Levitzki_theorem title "Amitsur–Levitzki theorem".
- Amitsur–Levitzki_theorem year "1950".
- Amitsur–Levitzki_theorem subject Category:Linear_algebra.
- Amitsur–Levitzki_theorem subject Category:Matrix_theory.
- Amitsur–Levitzki_theorem subject Category:Theorems_in_algebra.
- Amitsur–Levitzki_theorem comment "In algebra, the Amitsur–Levitzki theorem states that the algebra of n by n matrices satisfies a certain identity of degree 2n. It was proved by Amitsur and Levitsky (1950). In particular matrix rings are PI rings such that the smallest identity they satisfy has degree exactly 2n.".
- Amitsur–Levitzki_theorem label "Amitsur–Levitzki theorem".
- Amitsur–Levitzki_theorem sameAs Amitsur%E2%80%93Levitzki_theorem.
- Amitsur–Levitzki_theorem sameAs Q4746948.
- Amitsur–Levitzki_theorem sameAs Q4746948.
- Amitsur–Levitzki_theorem wasDerivedFrom Amitsur–Levitzki_theorem?oldid=569344588.