Add to ORKGIt is proved here that if G is a locally graded group satisfying the minimal condition on subgroups which are not locally supersoluble, then G is either locally supersoluble or a \vCernikov group. The same conclusion holds for locally finite groups satisfying the weak minimal condition on non-(locally supersoluble) subgroups. As a consequence, it is shown that any infinite locally graded group whose non-(locally supersoluble) subgroups lie into finitely many conjugacy classes must be locally supersoluble
We show that if all proper subgroups of a locally graded group G are finite-by-abelian-by-finite, th...
In this paper the authors study the class of locally graded groups all of whose subgroups are permut...
This paper identifies a certain class of locally supersoluble groups (called soluble hall-T groups) ...
Abstract. It is proved here that if G is a locally graded group satisfying the minimal condition on ...
This paper deals with one of the ways of studying infinite groups many of whose subgroups have a pre...
In this paper, locally graded group satisfying the minimal condition on subgroups which are neither ...
Classes of groups are not necessarily closed under forming products. That is, if a group G that is t...
A group G is said to be locally graded if every nontrivial, finitely generated subgroup of G has a n...
We study locally graded groups whose non-modular subgroups are soluble and satisfy some rank conditi...
If {goth X} is a class of groups, a group $G$ is minimal non-{goth X} if it is not an {goth X}-group...
summary:Let $G$ be a group with the property that there are no infinite descending chains of non-sub...
AbstractThe authors investigate the structure of locally soluble-by-finite groups that satisfy the w...
Abstract A non-nilpotent finite group whose proper subgroups are all nilpotent (or a finite group wi...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
In this paper, we consider locally graded groups in which every non-permutable subgroup is soluble o...
We show that if all proper subgroups of a locally graded group G are finite-by-abelian-by-finite, th...
In this paper the authors study the class of locally graded groups all of whose subgroups are permut...
This paper identifies a certain class of locally supersoluble groups (called soluble hall-T groups) ...
Abstract. It is proved here that if G is a locally graded group satisfying the minimal condition on ...
This paper deals with one of the ways of studying infinite groups many of whose subgroups have a pre...
In this paper, locally graded group satisfying the minimal condition on subgroups which are neither ...
Classes of groups are not necessarily closed under forming products. That is, if a group G that is t...
A group G is said to be locally graded if every nontrivial, finitely generated subgroup of G has a n...
We study locally graded groups whose non-modular subgroups are soluble and satisfy some rank conditi...
If {goth X} is a class of groups, a group $G$ is minimal non-{goth X} if it is not an {goth X}-group...
summary:Let $G$ be a group with the property that there are no infinite descending chains of non-sub...
AbstractThe authors investigate the structure of locally soluble-by-finite groups that satisfy the w...
Abstract A non-nilpotent finite group whose proper subgroups are all nilpotent (or a finite group wi...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
In this paper, we consider locally graded groups in which every non-permutable subgroup is soluble o...
We show that if all proper subgroups of a locally graded group G are finite-by-abelian-by-finite, th...
In this paper the authors study the class of locally graded groups all of whose subgroups are permut...
This paper identifies a certain class of locally supersoluble groups (called soluble hall-T groups) ...