Strongly divisorial ideals and complete integral closure of an integral domain
Author:
Publisher
Elsevier BV
Subject
Algebra and Number Theory
Reference13 articles.
1. When the dual of an ideal is a ring II;Anderson;Houston J. Math.,1983
2. Introduction to Commutative Algebra;Atiyah,1969
3. V. Barucci, D. Dobbs, and M. Fontana, Conducive integral domains as pullbacks, Manuscripta Math. (to appear).
4. Rings in which no fixed power of ideal classes becomes invertible;Dade;Math. Ann.,1962
5. Conducive integral domains;Dobbs;J. Algebra,1984
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