Topological automorphism

Definition
Given a topological group, a topological automorphism is a bijective map from the topological group to itself that is both:


 * A homeomorphism from the topological group to itself, with respect to the topological space structure
 * An automorphism from the topological group to itself, with respect to the group structure

Stronger properties

 * Weaker than::Inner automorphism
 * Weaker than::Strong monomial automorphism

Weaker properties

 * Stronger than::Automorphism