M. Amiri

most citedCharacterization of P-groups By Sum of Element Orders

10 citations · 10 across the 1 of their papers we have counts for

collaborators

3 papers

math.GR2019★ 10 cited

Characterization of P-groups By Sum of Element Orders

S. M. Jafarian Amiri, Mohsen Amiri

Let $G$ be a finite group. Then we denote $ψ (G) = \sum_{x \in G} o (x)$ where $o (x)$ is the order of the element $x$ in $G$ . In this paper we characterize some finite $p$ -groups ( $p$ …

math.RA2018

Finite unitary ring with minimal non-nilpotent group of units

Mohsen Amiri, Mostafa Amini

Let $R$ be a finite unitary ring such that $R = R_{0} [R^{*}]$ where $R_{0}$ is the prime ring and $R^{*}$ is not a nilpotent group. We show that if all proper subgroups of $R^{*}$ are nilpoten…

math.GR2018

A generalization of the order of elements with some applications

Mohsen Amiri

In this paper, we give some generalizations the concept of element order and we study some of the properties of these generalized order. In particular, with using this generalizati…