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Quasi-Schreier Domains II
Journal article   Peer reviewed

Quasi-Schreier Domains II

D. D Anderson, Tiberiu Dumitrescu and Muhammad Zafrullah
Communications in Algebra, Vol.35(7), pp.2096-2104
06/15/2007
DOI: 10.1080/00927870701302107

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Abstract

We study a class of integral domains characterized by the property that every nonzero finite intersection of principal ideals is a directed union of invertible ideals.
Schreier domain Secondary 13C20, 13F05 Invertible ideal Primary 13A15, 13B22

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