We study stable semistar operations defined over a Prüfer domain, showing that, if every ideal of a Prüfer domain R has only finitely many minimal primes, every such closure can be described through semistar operations defined on valuation overrings of R.
Spirito, D. (2018). Towards a classification of stable semistar operations on a Prüfer domain. COMMUNICATIONS IN ALGEBRA, 46(4), 1831-1842 [10.1080/00927872.2017.1360329].
Towards a classification of stable semistar operations on a Prüfer domain
Spirito, Dario
2018-01-01
Abstract
We study stable semistar operations defined over a Prüfer domain, showing that, if every ideal of a Prüfer domain R has only finitely many minimal primes, every such closure can be described through semistar operations defined on valuation overrings of R.File in questo prodotto:
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