Add to ORKGThe work covers the periodical groups with Abelian subgroups of the finite ranks. The aim is to describe the periodical adjoint-biprimitive-finite groups with Abelian subgroups of the finite ranks. The new criteria for local finiteness of the periodical groups have been obtained. The problem of the countability in the adjoint-biprimitive-finite groups has been solvedAvailable from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...
Some classes of periodical groups and M3p1-groups are considered in the paper aiming at the property...
EnThis paper represents an expanded version of the content of three talks given by the author at the...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
We prove the following results. Let to be a multilinear commutator word. If G is a profinite group i...
AbstractA group is said to have finite (special) rank ≤sif all of its finitely generated subgroups c...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
The work is aimed at studying groups of Goloda and Aleshin types, their subgroups, as well as constr...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...
Some classes of periodical groups and M3p1-groups are considered in the paper aiming at the property...
EnThis paper represents an expanded version of the content of three talks given by the author at the...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
We prove the following results. Let to be a multilinear commutator word. If G is a profinite group i...
AbstractA group is said to have finite (special) rank ≤sif all of its finitely generated subgroups c...
We prove the following results. Let w be a multilinear commutator word. If G is a profinite grou...
The work is aimed at studying groups of Goloda and Aleshin types, their subgroups, as well as constr...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
The structure of locally soluble periodic groups in which every abelian subgroup is locally cyclic w...
A group G is said to have finite Prüfer rank r if every finitely generated subgroup of G can be gene...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...
In this paper, the finitely generated periodic groups with all infinite subgroups subnormal are char...