A generalization of residual finiteness
Daniel Tieudjo, Давид Ионович Молдаванский · Lobachevskii Journal of Mathematics · 2008
The concept of residual finiteness with respect to automorphic equivalence, a property generalizing residual finiteness and conjugacy separability is introduced. A sufficient condition for a group G to be residually finite with respect to automorphic equivalence is proven (Theorem). It is then used to give some examples of automorphic equivalent residually finite groups.