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- J-2_ring abstract "In commutative algebra, a J-0 ring is a ring such that the set of regular points of the spectrum contains a non-empty open subset, a J-1 ring is a ring such that the set of regular points of the spectrum is an open subset, and a J-2 ring is a ring such that any finitely generated algebra is a J-1 ring.".
- J-2_ring wikiPageID "40121238".
- J-2_ring wikiPageRevisionID "567484038".
- J-2_ring subject Category:Commutative_algebra.
- J-2_ring comment "In commutative algebra, a J-0 ring is a ring such that the set of regular points of the spectrum contains a non-empty open subset, a J-1 ring is a ring such that the set of regular points of the spectrum is an open subset, and a J-2 ring is a ring such that any finitely generated algebra is a J-1 ring.".
- J-2_ring label "J-2 ring".
- J-2_ring sameAs m.0wk6_74.
- J-2_ring sameAs Q17092985.
- J-2_ring sameAs Q17092985.
- J-2_ring wasDerivedFrom J-2_ring?oldid=567484038.
- J-2_ring isPrimaryTopicOf J-2_ring.