We introduce the notion of tracial amenability for actions of discrete groups on unital, tracial
C∗-algebras, as a weakening of amenability where all the relevant approximations are done …

We investigate Matui-Sato's notion of property (SI) for C*-dynamics, this time with a focus on
actions of possibly non-amenable groups. The main result is a generalization of earlier work …

Associated to a family of $ G $-$\ast $-endomorphisms on a $ G $-C*-algebra $ A $
satisfying certain minimality conditions, we give a $ G $-C*-correspondence $\mathcal {E} …

We exhibit examples of actions of countable discrete groups on both simple and non‐simple
nuclear stably finite C*‐algebras that are tracially amenable but not amenable. We …

By combining R {\o} rdam's construction and author's previous construction, we provide the
first examples of amenable actions on simple separable nuclear C*-algebras that are neither …

We prove that for any second‐countable, locally compact group GG, any continuous GG‐
action on the primitive ideal space of a separable, nuclear C* C^∗‐algebra BB such that B≅ …