On right ISSF-rings
Abstract
As a proper generalization of the right IF-ring, the concept of a right ISSF-ring is introduced
and studied in this article. A ring R is considered a right ISSF-ring if all injective right R-modules are ss-flat.
We offer several characterizations and examine different properties of right ISSF-rings.
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Published
2026-04-13
Section
Conf. Issue: Advances in Algebra, Analysis, Optimization, and Modeling
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