Finite groups with some \(c\)-normal minimal subgroups (Q1587973)

Let \(G\) be a finite group. The question of how the properties of its minimal subgroups influence the structure of \(G\) is of considerable interest for some scholars. Several authors have investigated this question by using normal or quasinormal conditions. In this paper the authors use the \(c\)-normal condition on minimal subgroups to characterize the structure of \(G\) through the theory of formations.