The main purpose of this paper is to describe the structure of uncountable groups of cardinality ℵ in which all subgroups of cardinality ℵ are normal. Moreover, uncountable groups are studied in which every uncountable non-abelian subgroup is normal
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
AbstractLet the nonsolvable N be a normal subgroup of the finite group G and cd(G|N) denote the irre...
The main purpose of this paper is to describe the structure of uncountable groups of cardinality ℵ i...
The main purpose of this paper is to describe the structure of uncountable groups of cardinality $\a...
This paper continues the investigation of the structure of uncountable groups whose large subgroups ...
This paper continues the investigation of the structure of uncountable groups whose large subgroups ...
The structure of infinite groups in which every (proper) normal subgroup is the only one of its card...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
AbstractLet the nonsolvable N be a normal subgroup of the finite group G and cd(G|N) denote the irre...
The main purpose of this paper is to describe the structure of uncountable groups of cardinality ℵ i...
The main purpose of this paper is to describe the structure of uncountable groups of cardinality $\a...
This paper continues the investigation of the structure of uncountable groups whose large subgroups ...
This paper continues the investigation of the structure of uncountable groups whose large subgroups ...
The structure of infinite groups in which every (proper) normal subgroup is the only one of its card...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
Two relevant theorems of B.H. Neumann characterize groups with finite conjugacy classes of subgroups...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
A group is called a T-group if all its subnormal subgroups are normal. It is proved here that if G i...
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
The structure of groups in which many subgroups have a certain property χ has been investigated for ...
AbstractLet the nonsolvable N be a normal subgroup of the finite group G and cd(G|N) denote the irre...