A new simple example of an atomic domain which is not ACCP
pith:ZE3LVV3Zopen to challenge →
classification
math.AC
keywords
domainexampleaccpatomicmonoidsimpleadditivefield
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We give a new simple example of an atomic domain which is not ACCP. Our example is a monoid domain $F[X;M]$, where $F$ is a field and $M$ is a submonoid of the additive monoid of nonnegative rational numbers.
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