DOIAbstract
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-dualpronormality, and investigate groups having a structure of F-dualpronormal subgroups which is particularly rich or particularly poor
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-dualpronormality, and investigate groups having a structure of F-dualpronormal subgroups which is particularly rich or particularly poor
In the study of the arrangement of intermediate subgroups a wide use has been made of certain proper...
AbstractLet G be a finite group. Suppose p is an odd prime. Then G. Glauberman (Canad. J. Math. 20 (...
[EN] Let G be a finite group and p a prime . We consider an 1-injectar K of G, being 1 a Fitting cl...
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-...
The aim of the paper is to provide an up-to-date account of the achievements regarding dual pronorma...
In this paper we consider a subgroup embedding property weaker than normality, dualpronormality. We ...
A subgroup X of a group G is said to be pronormal if for each element g of G the subgroups X and Xg ...
AbstractLet X,F,X⊆F, be non-trivial Fitting classes of finite soluble groups such that GX is an X-in...
In this paper we introduce the concept of dualpronormal subgroup and we use it to study groups in wh...
Groups in which 2- or 3-maximal subgroups are dualpronormal are described; it is proved, in particul...
AbstractA Fitting class F is called dominant in the class of all finite soluble groups S if F⊆S and ...
A Fitting class F is said to be π-maximal if F is an inclusion maximal subclass of the Fitting clas...
A subgroup of a group is called almost normal if it has only finitely many conjugates, or equivalent...
We extend some results known for FC-groups to the class FC* of generalized FC-groups introduced in d...
In the study of the arrangement of intermediate subgroups a wide use has been made of certain proper...
AbstractLet G be a finite group. Suppose p is an odd prime. Then G. Glauberman (Canad. J. Math. 20 (...
[EN] Let G be a finite group and p a prime . We consider an 1-injectar K of G, being 1 a Fitting cl...
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-...
The aim of the paper is to provide an up-to-date account of the achievements regarding dual pronorma...
In this paper we consider a subgroup embedding property weaker than normality, dualpronormality. We ...
A subgroup X of a group G is said to be pronormal if for each element g of G the subgroups X and Xg ...
AbstractLet X,F,X⊆F, be non-trivial Fitting classes of finite soluble groups such that GX is an X-in...
In this paper we introduce the concept of dualpronormal subgroup and we use it to study groups in wh...
Groups in which 2- or 3-maximal subgroups are dualpronormal are described; it is proved, in particul...
AbstractA Fitting class F is called dominant in the class of all finite soluble groups S if F⊆S and ...
A Fitting class F is said to be π-maximal if F is an inclusion maximal subclass of the Fitting clas...
A subgroup of a group is called almost normal if it has only finitely many conjugates, or equivalent...
We extend some results known for FC-groups to the class FC* of generalized FC-groups introduced in d...
In the study of the arrangement of intermediate subgroups a wide use has been made of certain proper...
AbstractLet G be a finite group. Suppose p is an odd prime. Then G. Glauberman (Canad. J. Math. 20 (...
[EN] Let G be a finite group and p a prime . We consider an 1-injectar K of G, being 1 a Fitting cl...
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