I. N. Safonova

most citedFinite groups in which generalized normality is a transitive relation

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.GR2023★ 1 cited

Finite groups in which generalized normality is a transitive relation

Inna N. Safonova, Alexander N. Skiba

In this paper, we discuss some well-known results and some open problems of the theory of $σ$ -properties of a group related to the study of generalized $T$ -groups.

math.GR2021

On $τ$ -closed $n$ -multiply $σ$ -local formations of finite groups

Inna N. Safonova

All groups under consideration are finite. Let $σ = {σ_{i} ∣ i \in I}$ be some partition of the set of $P$ , $G$ be a group, and $F$ be a class of groups. Then $…

math.GR2021

A $G$ -covering subgroup system of a finite group for some classes of $σ$ -soluble groups

A-Ming Liu, W. Guo, Inna N. Safonova +1

Let $F$ be a class of group and $G$ a finite group. Then a set $Σ$ of subgroups of $G$ is called a \emph{ $G$ -covering subgroup system} for the class $F$ if $G\in {\…

Finite groups in which generalized normality is a transitive relation

On τ-closed n-multiply σ-local formations of finite groups

A G-covering subgroup system of a finite group for some classes of σ-soluble groups

On $τ$ -closed $n$ -multiply $σ$ -local formations of finite groups

A $G$ -covering subgroup system of a finite group for some classes of $σ$ -soluble groups