Certain Fitting classes of groups with min-p for all p
It is shown that a radical locally finite group with min-p for all p has locally nilpotent injectors any two of which are isomorphic and have a certain conjugacy property. For a general Fitting class \({\mathfrak F}\), the \({\mathfrak F}\)-injectors need not be isomorphic but the author gives conditions for the existence and conjugacy of the \({\mathfrak F}\)-injectors in groups of the type under consideration.
scientific article; zbMATH DE number 4103344
scientific article