Author:
Barucci Valentina,Dobbs David E.,Mulay S.B.
Abstract
This paper characterises the integral domains R with the property that R/P is integrally closed for each prime ideal P of R. It is shown that Dedekind domains are the only Noetherian domains with this property. On the other hand, each integrally closed going-down domain has this property. Related properties and examples are also studied.
Publisher
Cambridge University Press (CUP)
Cited by
4 articles.
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