Regular ring: Difference between revisions
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In mathematics, a '''regular ring''' is a [[Noetherian ring]] such that the localisation at every prime is a [[Regular Local Ring|regular local ring]]. | In mathematics, a '''regular ring''' is a [[Noetherian ring]] such that the [[localisation]] at every [[prime ideal]] is a [[Regular Local Ring|regular local ring]]. | ||
[[Category:Mathematics Workgroup]] | [[Category:Mathematics Workgroup]] | ||
[[Category:CZ Live]] | [[Category:CZ Live]] | ||
Revision as of 15:04, 30 October 2008
In mathematics, a regular ring is a Noetherian ring such that the localisation at every prime ideal is a regular local ring.