We characterize when the Zariski space Zar.KjD/ (where D is an integral domain, K is a field containing D, and D is integrally closed in K) and the set Zarmin.LjD/ of its minimal elements are Noetherian spaces.
When the Zariski space is a Noetherian space
Spirito D.
2019
Abstract
We characterize when the Zariski space Zar.KjD/ (where D is an integral domain, K is a field containing D, and D is integrally closed in K) and the set Zarmin.LjD/ of its minimal elements are Noetherian spaces.
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