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References
1
1.Bazzoni, S.. Class semigroups of Prüfer domains. J. Algebra, 184 (1996), 613–631.CrossRefGoogle Scholar
2
2.Birkenmeier, G. F., Calugareanu, G., Fuchs, L. and Goelers, H. P.. The fully invariant extending property for abelian groups. Comm. Alg., 29 (2001), 673–685.CrossRefGoogle Scholar
3
3.Brandal, W.. On h–local integral domains. Trans. Amer. Math. Soc, 206 (1975), 201–212.Google Scholar
4
4.Fuchs, L. and Salce, L.. Modules over Non–Noetherian Domains. Math. Surveys and Monographs, vol. 84 (Amer. Math. Society. Providence, 2001).Google Scholar
5
5.Gilmer, R. W.. Overrings of Prüfer domains. J. Algebra, 4 (1966), 331–340.Google Scholar
6
6.Hamsher, R.. On the structure of a one dimensional quotient field. J. Algebra, 19 (1971), 416–425.Google Scholar
7
7.Lee, S. B.. On divisible modules over domains. Arch. Math., 53 (1989), 259–262.Google Scholar
8
8.Matlis, E.. Some properties of Noetherian domains of dimension 1. Canad. J. Math., 13 (1961), 569586.Google Scholar