Integrally closed factor domains

Valentina Barucci, David E. Dobbs, S.B. Mulay
1988 Bulletin of the Australian Mathematical Society  
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 goingdown domain has this property. Related properties and examples are also studied.
doi:10.1017/s0004972700026976 fatcat:rhjnezhd2rdq7lqwtepszwvnsq