Abstract
In this article, it is proved that a domain R is a Prüfer domain if and only if it is coherent, integrally closed and FP-id R (R) ≤ 1.
Notes
Communicated by E. Kirkman.
Communications in Algebra
Volume 44, 2016 - Issue 1
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Related Research Data
Generalized coherent domains of self-weak injective dimension at most one
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