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- Krull_ring abstract "In commutative algebra, a Krull ring or Krull domain is a commutative ring with a well behaved theory of prime factorization. They were introduced by Wolfgang Krull (1931). They are a higher-dimensional generalization of Dedekind domains, which are exactly the Krull domains of dimension at most 1.In this article, a ring is commutative and has unity.".
- Krull_ring wikiPageExternalLink ?IDDOC=260807.
- Krull_ring wikiPageExternalLink ln.
- Krull_ring wikiPageID "19354654".
- Krull_ring wikiPageRevisionID "586892827".
- Krull_ring authorlink "Wolfgang Krull".
- Krull_ring first "Wolfgang".
- Krull_ring hasPhotoCollection Krull_ring.
- Krull_ring id "p/k055930".
- Krull_ring last "Krull".
- Krull_ring title "Krull ring".
- Krull_ring year "1931".
- Krull_ring subject Category:Commutative_algebra.
- Krull_ring subject Category:Ring_theory.
- Krull_ring comment "In commutative algebra, a Krull ring or Krull domain is a commutative ring with a well behaved theory of prime factorization. They were introduced by Wolfgang Krull (1931). They are a higher-dimensional generalization of Dedekind domains, which are exactly the Krull domains of dimension at most 1.In this article, a ring is commutative and has unity.".
- Krull_ring label "Dominio di Krull".
- Krull_ring label "Krull ring".
- Krull_ring label "Krull-ring".
- Krull_ring label "Krullring".
- Krull_ring label "Кольцо Крулля".
- Krull_ring sameAs Krullring.
- Krull_ring sameAs Dominio_di_Krull.
- Krull_ring sameAs Krull-ring.
- Krull_ring sameAs m.04mzwll.
- Krull_ring sameAs Q623257.
- Krull_ring sameAs Q623257.
- Krull_ring wasDerivedFrom Krull_ring?oldid=586892827.
- Krull_ring isPrimaryTopicOf Krull_ring.