Difference between revisions of "Noetherian ring"

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(New page: <noinclude> </noinclude> '''Noetherian ring''': A Noetherian rin...)
 
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Latest revision as of 15:08, 8 November 2008


Noetherian ring: A Noetherian ring is a (unital) ring in which every ideal is finitely generated. In commutative algebra, Noetherian ring stands for a commutative unital ring in which every ideal is finitely generated, while in noncommutative algebra, it stands for a possibly noncommutative unital ring in which every ideal is finitely generated.

Primary subject wiki entry: Commalg:Noetherian ring

Also located at: Wikipedia:Noetherian ring