activity
20072026
most citedOre Extensions of Extended Symmetric and Reversible Rings

11 citations · 22 across the 11 of their papers we have counts for

collaborators

11 papers

math.DG2026

Kählerian oxidation and reduction of Lie algebras with Kähler structures

Mustapha Bachaou, Ignacio Bajo, Mohamed Louzari

A Kähler structure on a real Lie algebra is a pair of a 2-cocycle and a complex structure on which are compatible in the sense that is sk…

math.RA2023★ 3 cited

Generalized rigid modules and their polynomial extensions

Mohamed Louzari, Armando Reyes

Let be a ring with unity, an endomorphism of and a right -module. In this paper, we continue studding -rigid modules that were introduced by Gunner et al. \…

math.RA2023

On pseudo-Hermitian quadratic nilpotent Lie algebras

Mustapha Bachaou, Ignacio Bajo, Mohamed Louzari

We study nilpotent Lie algebras endowed with a complex structure and a quadratic structure which is pseudo-Hermitian for the given complex structure. We propose several methods to…

math.RA2017

On -skew McCoy modules

Mohamed Louzari, L'moufadal Benyakoub

Let be a quasi derivation of a ring and a right -module. In this paper, we introduce the notion of -skew McCoy modules which extends the notion of McCoy…

math.RA2015

Skew polynomial rings over abelian and idempotent reflexive rings

Mohamed Louzari

Let be a ring and an endomorphism of . In this note, we study skew polynomial rings and skew power series rings over idempotent reflexive rings and abelian rings. Also,…

math.RA2012

On McCoy Condition and Semicommutative Rings

Mohamed Louzari

Let be a ring, an endomorphism of , a right ideal in and a right -module. We give a generalization of McCoy's Theorem \cite{mccoy}, by showing th…