activity
20062026
most citedGlobal Gorenstein dimensions of polynomial rings and of direct products of rings

18 citations · 53 across the 47 of their papers we have counts for

collaborators

54 papers

math.AC2026

-Prime and -maximal ideals in trivial ring extensions of commutative rings

Hwankoo Kim, Najib Mahdou, El Houssaine Oubouhou

This paper explores the study of -prime and -maximal ideals in the context of trivial ring extensions . Through counterexamples, we demonstrate that -prime (r…

math.AC2025

On j-Artinian Modules Over Commutative Rings

Dilara Erdemir, Najib Mahdou, El Houssaine Oubouhou +1

Researchers introduced the notion of j-Artinian rings in [3] and obtained significant results concerning this new class of rings. Motivated by their definition and findings, we ext…

math.AC2024

On -Prüfer like conditions

Adam Anebri, Najib Mahdou, El Houssaine Oubouhou

In this paper, we investigate the question of when a -ring is -Prüfer using two types of techniques: first, by analysing the lattice structure of the nonnil ideals of -rin…

math.AC2022

S-1-absorbing primary submodules

Mohammed Issoual, Najib Mahdou, Neslihan Aysen Ozkirisci +1

In this work, we introduce the notion of -1-absorbing primary submodule as an extension of 1-absorbing primary submodule. Let be a multiplicatively closed subset of a ring $…

math.AC2020

Commutative rings with one-absorbing factorization

Abdelhaq El Khalfi, Mohammed Issoual, Najib Mahdou +1

Let be a commutative ring with nonzero identity. A. Yassine et al. defined in the paper (Yassine, Nikmehr and Nikandish, 2020), the concept of -absorbing prime ideals as fol…

math.AC2019

Commutative rings with invertible-radical factorization

Malik Tusif Ahmed, Najib Mahdou, Youssef Zahir

In this paper, we study the classes of rings in which every proper (regular) ideal can be factored as an invertible ideal times a nonempty product of proper radical ideals. More pr…