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- Schur_algebra abstract "In mathematics, Schur algebras, named after Issai Schur, are certain finite-dimensional algebras closely associated with Schur–Weyl duality between general linear and symmetric groups. They are used to relate the representation theories of those two groups. Their use was promoted by the influential monograph of J. A. Green first published in 1980. The name "Schur algebra" is due to Green. In the modular case (over infinite fields of positive characteristic) Schur algebras were used by Gordon James and Karin Erdmann to show that the (still open) problems of computing decomposition numbers for general linear groups and symmetric groups are actually equivalent. Schur algebras were used by Friedlander and Suslin to prove finite generation of cohomology of finite group schemes.".
- Schur_algebra wikiPageExternalLink item=ULECT-15.
- Schur_algebra wikiPageID "26339669".
- Schur_algebra wikiPageRevisionID "599203752".
- Schur_algebra hasPhotoCollection Schur_algebra.
- Schur_algebra subject Category:Algebra.
- Schur_algebra subject Category:Representation_theory.
- Schur_algebra comment "In mathematics, Schur algebras, named after Issai Schur, are certain finite-dimensional algebras closely associated with Schur–Weyl duality between general linear and symmetric groups. They are used to relate the representation theories of those two groups. Their use was promoted by the influential monograph of J. A. Green first published in 1980. The name "Schur algebra" is due to Green.".
- Schur_algebra label "Schur algebra".
- Schur_algebra sameAs m.0bbyy9p.
- Schur_algebra sameAs Q7433031.
- Schur_algebra sameAs Q7433031.
- Schur_algebra wasDerivedFrom Schur_algebra?oldid=599203752.
- Schur_algebra isPrimaryTopicOf Schur_algebra.