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- Divided_domain abstract "In algebra, a divided domain is an integral domain R in which every prime ideal satisfies . A locally divided domain is an integral domain that is a divided domain at every maximal ideal. A Prüfer domain is a basic example of a locally divided domain. Divided domains were introduced by Akiba (1967) who called them AV-domains.".
- Divided_domain wikiPageExternalLink locdiv.pdf.
- Divided_domain wikiPageID "38303683".
- Divided_domain wikiPageRevisionID "535169140".
- Divided_domain hasPhotoCollection Divided_domain.
- Divided_domain subject Category:Commutative_algebra.
- Divided_domain comment "In algebra, a divided domain is an integral domain R in which every prime ideal satisfies . A locally divided domain is an integral domain that is a divided domain at every maximal ideal. A Prüfer domain is a basic example of a locally divided domain. Divided domains were introduced by Akiba (1967) who called them AV-domains.".
- Divided_domain label "Divided domain".
- Divided_domain sameAs m.0q3_n97.
- Divided_domain sameAs Q5284033.
- Divided_domain sameAs Q5284033.
- Divided_domain wasDerivedFrom Divided_domain?oldid=535169140.
- Divided_domain isPrimaryTopicOf Divided_domain.