On Bass modules and semi-V-modules
F Kourki, R Tribak - 2021 - projecteuclid.org
Let R be a commutative ring with identity. An R-module M is called a semi-V-module if every
nonzero homomorphic image of M contains a nonzero V-submodule. An R-module M is …
nonzero homomorphic image of M contains a nonzero V-submodule. An R-module M is …
On modules satisfying the descending chain condition on cyclic submodules
F Kourki, R Tribak - Algebra Colloquium, 2020 - World Scientific
A module satisfying the descending chain condition on cyclic submodules is called
coperfect. The class of coperfect modules lies properly between the class of locally artinian …
coperfect. The class of coperfect modules lies properly between the class of locally artinian …
On seminoetherian rings and modules
F Kourki, R Tribak - Communications in Algebra, 2022 - Taylor & Francis
We say that a module M has enough noetherians if any nonzero submodule of M contains a
nonzero noetherian submodule. We prove that the class of modules having enough …
nonzero noetherian submodule. We prove that the class of modules having enough …
A New View on Length Module
MS Radwan, MA Salih… - Journal of Mathematics and …, 2023 - al-kindipublisher.com
This paper consists of several new results about Length property of the module M. F-length
of any Module comes from several concepts like Neotherian module and Artinian modules …
of any Module comes from several concepts like Neotherian module and Artinian modules …
On commutative rings whose maximal ideals are idempotent
F Kourki, R Tribak - Commentationes Mathematicae Universitatis Carolinae, 2019 - dml.cz
We prove that for a commutative ring $ R $, every noetherian (artinian) $ R $-module is
quasi-injective if and only if every noetherian (artinian) $ R $-module is quasi-projective if …
quasi-injective if and only if every noetherian (artinian) $ R $-module is quasi-projective if …