The Rohlin property for shifts of finite type

We show that an automorphism of a unital AF C∗-algebra with a certain approximate Rohlin property has the Rohlin property. This generalizes a result of Kishimoto. Using this we show that the shift automorphism on the bilateral C∗-algebra associated with an aperiodic irreducible shift of finite type has the Rohlin property. © 2005 Elsevier Inc. All rights reserved.