Difference between revisions of "Euclidean domain"
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| − | A '''Euclidean domain''' (or '''Euclidean ring''') is a type of [[ring]] in which the [[Euclidean | + | A '''Euclidean domain''' (or '''Euclidean ring''') is a type of [[ring]] in which the [[Euclidean algorithm]] can be used. In particular, this requires that the ring have no [[zero divisor]]s. |
==See also== | ==See also== | ||
Revision as of 18:11, 19 February 2007
A Euclidean domain (or Euclidean ring) is a type of ring in which the Euclidean algorithm can be used. In particular, this requires that the ring have no zero divisors.
See also
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