Add to ORKGIn this paper we consider a subgroup embedding property weaker than normality, dualpronormality. We see that, if "many" subgroups are dualpronormal, then they are all normal, and we get new characterizations of t-groups
The aim of the paper is to provide an up-to-date account of the achievements regarding dual pronorma...
A subgroup of a group is called almost normal if it has only finitely many conjugates, or equivalent...
AbstractThe concept of an abnormal subgroup of a group G is, in a sense, opposite of that of a norma...
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 ...
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-...
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...
In this paper we highlight the relations between some subgroup embedding properties that characteri...
In this survey we highlight the relations between some subgroup embedding properties that character...
In this note, we present a new subgroup embedding property that can be considered as an analogue of...
The aim of the paper is to provide an up-to-date account of the achievements regarding dual pronorma...
A subgroup of a group is called almost normal if it has only finitely many conjugates, or equivalent...
AbstractThe concept of an abnormal subgroup of a group G is, in a sense, opposite of that of a norma...
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 ...
In this paper we extend dualpronormality to an arbitrary Fitting class, introducing the notion of F-...
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...
In this paper we highlight the relations between some subgroup embedding properties that characteri...
In this survey we highlight the relations between some subgroup embedding properties that character...
In this note, we present a new subgroup embedding property that can be considered as an analogue of...
The aim of the paper is to provide an up-to-date account of the achievements regarding dual pronorma...
A subgroup of a group is called almost normal if it has only finitely many conjugates, or equivalent...
AbstractThe concept of an abnormal subgroup of a group G is, in a sense, opposite of that of a norma...