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bn:00119056n
Noun Concept
Categories: Algebraic geometry, Commutative algebra
EN
excellent ring  excellent rings  excellent scheme  Quasi-excellence  quasi-excellent
EN
In commutative algebra, a quasi-excellent ring is a Noetherian commutative ring that behaves well with respect to the operation of completion, and is called an excellent ring if it is also universally catenary. Wikipedia
Definitions
Relations
Sources
EN
In commutative algebra, a quasi-excellent ring is a Noetherian commutative ring that behaves well with respect to the operation of completion, and is called an excellent ring if it is also universally catenary. Wikipedia
IS A
catenary ring
Noetherian ring
commutative ring
G-ring
J-2 ring
DISCOVERER OR INVENTOR
Alexander Grothendieck
Wikipedia
EN
excellent ring
Wikidata
EN
excellent ring
Wikipedia Redirections
EN
excellent rings, excellent scheme, Quasi-excellence, quasi-excellent, quasi-excellent ring, Quasi-excellent scheme, Quasi excellent, Quasi excellent ring

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