Yassine Guerboussa

collaborators

3 papers

math.GR2023

Discrete valuation rings, partitions and $p$ -groups I

Boubakeur Bahri, Yassine Guerboussa

A finite abelian $p$ -group having an automorphism $x$ such that $1 + \dots + x^{p - 1} = 0$ , can be viewed as a module over an appropriate discrete valuation ring $O$ containing…

math.GR2014

A cohomological property of semi-abelian $p$ -groups

Mohammed T. Benmoussa, Yassine Guerboussa

We prove a cohomological property for a class of finite $p$ -groups introduced earlier by M. Y. Xu, which we call semi-abelian $p$ -groups. This result implies that a semi-abelian $p…

math.GR2014

$p$ -central action on groups

Yassine Guerboussa

Let $G$ be a finite $p$ -group acted on faithfully by a group $A$ . We prove that if $A$ fixes every element of order dividing $p$ ( $4$ if $p = 2$ ) in a specified subgroup of $G$ , then…

Discrete valuation rings, partitions and p-groups I

A cohomological property of semi-abelian p-groups

p-central action on groups

Discrete valuation rings, partitions and $p$ -groups I

A cohomological property of semi-abelian $p$ -groups

$p$ -central action on groups