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- Buchsbaum_ring abstract "In mathematics, Buchsbaum rings are Noetherian local rings such that every system of parameters is a weak sequence. They were introduced by Jürgen Stückrad and Wolfgang Vogel (1973) and are named after David Buchsbaum.Every Cohen–Macaulay local ring is a Buchsbaum ring.".
- Buchsbaum_ring wikiPageExternalLink books?id=5mBgpQI3aekC.
- Buchsbaum_ring wikiPageExternalLink books?id=xBTvAAAAMAAJ.
- Buchsbaum_ring wikiPageExternalLink 1250523322.
- Buchsbaum_ring wikiPageID "34961349".
- Buchsbaum_ring wikiPageRevisionID "529376838".
- Buchsbaum_ring first "Shiro".
- Buchsbaum_ring hasPhotoCollection Buchsbaum_ring.
- Buchsbaum_ring id "Buchsbaum_ring".
- Buchsbaum_ring last "Goto".
- Buchsbaum_ring subject Category:Commutative_algebra.
- Buchsbaum_ring comment "In mathematics, Buchsbaum rings are Noetherian local rings such that every system of parameters is a weak sequence. They were introduced by Jürgen Stückrad and Wolfgang Vogel (1973) and are named after David Buchsbaum.Every Cohen–Macaulay local ring is a Buchsbaum ring.".
- Buchsbaum_ring label "Buchsbaum ring".
- Buchsbaum_ring sameAs m.0j468_v.
- Buchsbaum_ring sameAs Q4982735.
- Buchsbaum_ring sameAs Q4982735.
- Buchsbaum_ring wasDerivedFrom Buchsbaum_ring?oldid=529376838.
- Buchsbaum_ring isPrimaryTopicOf Buchsbaum_ring.