This paper shows that the group of auto-homeomorphisms of a topological group can be endowed with a topology so that the resulting topological group plays, for topological groups, the role of the group of automorphisms of a group: it represents the internal actions on the given topological group
We study links between faithful group actions on a set and topologies on that set. In one direction,...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
This paper surveys topologies, called admissible group topologies, of the full group of self-homeomo...
The actions of a group B on a group X correspond bijectively to the group homomorphisms B ⟶ Aut(X), ...
The actions of a group B on a group X correspond bijectively to the group homomorphisms B qAut(X), p...
AbstractWe study links between faithful group actions on a set and topologies on that set. In one di...
If X is an object of a category, we denote by A(X) the group of all automorphisms of X. Thus for exa...
AbstractThe problem of lifting automorphisms of a (fairly arbitrary) topological space to automorphi...
AbstractWe discuss the ways in which a Lie group G can act as a group of transformations of a topolo...
AbstractWe study links between faithful group actions on a set and topologies on that set. In one di...
Given a homomorphism of groups f : G → H, we construct a topological space Xf such that its group of...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
The notion of a topological group follows naturally from a combination of the properties of a group ...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
This paper surveys topologies, called admissible group topologies, of the full group of self-homeomo...
The actions of a group B on a group X correspond bijectively to the group homomorphisms B ⟶ Aut(X), ...
The actions of a group B on a group X correspond bijectively to the group homomorphisms B qAut(X), p...
AbstractWe study links between faithful group actions on a set and topologies on that set. In one di...
If X is an object of a category, we denote by A(X) the group of all automorphisms of X. Thus for exa...
AbstractThe problem of lifting automorphisms of a (fairly arbitrary) topological space to automorphi...
AbstractWe discuss the ways in which a Lie group G can act as a group of transformations of a topolo...
AbstractWe study links between faithful group actions on a set and topologies on that set. In one di...
Given a homomorphism of groups f : G → H, we construct a topological space Xf such that its group of...
Ph.D.MathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue....
The notion of a topological group follows naturally from a combination of the properties of a group ...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
We study links between faithful group actions on a set and topologies on that set. In one direction,...
This paper surveys topologies, called admissible group topologies, of the full group of self-homeomo...
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