Citations (11)
Keep up to date with the latest research on this topic with citation updates for this article.
Read on this site (5)
Atul Gaur, Rahul Kumar & Anant Singh. (2023) Almost ϕ-integrally closed rings. Communications in Algebra 0:0, pages 1-9.
Read now
Read now
Najib Mahdou, Sanae Moussaoui & Siamak Yassemi. (2021) The divided, going-down, and Gaussian properties of amalgamation of rings. Communications in Algebra 49:5, pages 1938-1949.
Read now
Read now
David E. Dobbs, Abdelhaq El Khalfi & Najib Mahdou. (2019) Trivial extensions satisfying certain valuation-like properties. Communications in Algebra 47:5, pages 2060-2077.
Read now
Read now
DavidE. Dobbs & Jay Shapiro. (2009) A Generalization of Divided Domains and Its Connection to Weak Baer Going-Down Rings. Communications in Algebra 37:10, pages 3553-3572.
Read now
Read now
DavidE. Dobbs & Gabriel Picavet. (2009) Straight Rings. Communications in Algebra 37:3, pages 757-793.
Read now
Read now
Articles from other publishers (6)
Ayman Badawi. 2023. Algebraic, Number Theoretic, and Topological Aspects of Ring Theory. Algebraic, Number Theoretic, and Topological Aspects of Ring Theory
51
60
.
Hyun Seung Choi. (2022) On n-absorbing ideals of locally divided commutative rings. Journal of Algebra 594, pages 483-518.
Crossref
Crossref
Themba Dube. (2019) Amenable and Locally Amenable Algebraic Frames. Order 37:3, pages 509-528.
Crossref
Crossref
David E. Dobbs, Gabriel Picavet & Martine Picavet-L’Hermitte. 2014. Commutative Algebra. Commutative Algebra
119
132
.
Gabriel Picavet. (2012) Ascending the divided and going-down properties by absolute flatness. Arabian Journal of Mathematics 1:1, pages 113-126.
Crossref
Crossref
David E. Dobbs & Jay Shapiro. (2007) A classification of the minimal ring extensions of certain commutative rings. Journal of Algebra 308:2, pages 800-821.
Crossref
Crossref