On the Commutative Ring Extensions with at Most Two Non Prüfer Intermediate Rings

Author:

Subaiei Bana Al,Jarboui Noômen

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference53 articles.

1. Anderson, D.F., Badawi, A.: On $$\phi $$-Prüfer rings and $$\phi $$-Bezout rings. Houst. J. Math. 30(2), 331–343 (2004)

2. Anderson, D.F., Badawi, A.: On $$\phi $$-Dedekind rings and $$\phi $$-Krull rings. Houst. J. Math. 31(4), 1007–1022 (2005)

3. Anderson, D.F., Winders, M.: Idealization of a module. J. Commut. Algebra 1(1), 3–56 (2009)

4. Ayache, A.: A constructive study about the set of intermediate rings. Commun. Algebra 41, 4637–4661 (2013)

5. Ayache, A., Ben Nasr, M., Echi, O., Jarboui, N.: Universally catenarian and going-down pairs of rings. Math. Z. 238, 695–731 (2001)

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1. Maximal non-nonnil-principal ideal rings;Journal of Algebra and Its Applications;2024-04-17

2. Characterizations of Pairs of Rings with Few Non-Dedekind Intermediary Rings;Journal of Mathematics;2022-04-28

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