Add to ORKGA fixed-point-free group G of automorphisms of an abelian group is shown to be locally finite if any two elements of G generate a finite subgroup
The main result of the paper is the following theorem. Let q be a prime and A an elementary abelia...
Dated 1983Bibliography: leaves 143-145145 leaves ; 30 cm.Thesis (Ph.D.)--University of Adelaide, Dep...
We study the group IAut(A) generated by inertial automorphisms of an abelian group A, that is automo...
A fixed-point-free group G of automorphisms of an abelian group is shown to be locall...
Abstract. Let G be a locally finite group admitting a four-group of automorphisms without non-trivia...
AbstractThe set of fixed points of an automorphism of a finitely generated free group is a finitely ...
The automorphism group of a finitely generated free group is the normal closure of a single element ...
Let F be a finitely generated free group, and let n denote its rank. A subgroup H of F is said to be...
A finite group admits a Frobenius automorphisms group FH with a kernel and complement H such that th...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
AbstractSuppose G is either a soluble (torsion-free)-by-finite group of finite rank or a soluble lin...
Let Fn be a free group of rank n and let Aut(Fn) be the automorphism group of Fn. For any α ∈ Aut(Fn...
We study the group IAut(A) generated by the inertial automorphisms of an abelian group A, that is, a...
It is shown, for a given graph group G, that the fixed point subgroup Fix φ is finitely generated fo...
The main result of the paper is the following theorem. Let q be a prime and A an elementary abelia...
Dated 1983Bibliography: leaves 143-145145 leaves ; 30 cm.Thesis (Ph.D.)--University of Adelaide, Dep...
We study the group IAut(A) generated by inertial automorphisms of an abelian group A, that is automo...
A fixed-point-free group G of automorphisms of an abelian group is shown to be locall...
Abstract. Let G be a locally finite group admitting a four-group of automorphisms without non-trivia...
AbstractThe set of fixed points of an automorphism of a finitely generated free group is a finitely ...
The automorphism group of a finitely generated free group is the normal closure of a single element ...
Let F be a finitely generated free group, and let n denote its rank. A subgroup H of F is said to be...
A finite group admits a Frobenius automorphisms group FH with a kernel and complement H such that th...
The main result of this paper is the following theorem. Let q be a prime and A be an elementary abel...
AbstractSuppose G is either a soluble (torsion-free)-by-finite group of finite rank or a soluble lin...
Let Fn be a free group of rank n and let Aut(Fn) be the automorphism group of Fn. For any α ∈ Aut(Fn...
We study the group IAut(A) generated by the inertial automorphisms of an abelian group A, that is, a...
It is shown, for a given graph group G, that the fixed point subgroup Fix φ is finitely generated fo...
The main result of the paper is the following theorem. Let q be a prime and A an elementary abelia...
Dated 1983Bibliography: leaves 143-145145 leaves ; 30 cm.Thesis (Ph.D.)--University of Adelaide, Dep...
We study the group IAut(A) generated by inertial automorphisms of an abelian group A, that is automo...