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- Quadratic-linear_algebra abstract "In mathematics, a quadratic-linear algebra is an algebra over a field with a presentation such that all relations are sums of monomials of degrees 1 or 2 in the generators. They were introduced by Polishchuk and Positselski (2005, p.101). An example is the universal enveloping algebra of a Lie algebra, with generators a basis of the Lie algebra and relations of the form XY – YX – [X, Y] = 0.".
- Quadratic-linear_algebra wikiPageExternalLink books?id=5_ZrCKU4NpAC.
- Quadratic-linear_algebra wikiPageID "37890004".
- Quadratic-linear_algebra wikiPageRevisionID "527902529".
- Quadratic-linear_algebra hasPhotoCollection Quadratic-linear_algebra.
- Quadratic-linear_algebra last "Polishchuk".
- Quadratic-linear_algebra last "Positselski".
- Quadratic-linear_algebra loc "p.101".
- Quadratic-linear_algebra year "2005".
- Quadratic-linear_algebra subject Category:Algebra.
- Quadratic-linear_algebra comment "In mathematics, a quadratic-linear algebra is an algebra over a field with a presentation such that all relations are sums of monomials of degrees 1 or 2 in the generators. They were introduced by Polishchuk and Positselski (2005, p.101). An example is the universal enveloping algebra of a Lie algebra, with generators a basis of the Lie algebra and relations of the form XY – YX – [X, Y] = 0.".
- Quadratic-linear_algebra label "Quadratic-linear algebra".
- Quadratic-linear_algebra sameAs m.0p3hzts.
- Quadratic-linear_algebra sameAs Q7268349.
- Quadratic-linear_algebra sameAs Q7268349.
- Quadratic-linear_algebra wasDerivedFrom Quadratic-linear_algebra?oldid=527902529.
- Quadratic-linear_algebra isPrimaryTopicOf Quadratic-linear_algebra.