Action-based C*-algebras from faithful isometric group actions on metric spaces are simple when the action satisfies the generalized P_analytic property, as holds for big mapping class groups via their P_naive^X property.
ReducedC ∗-algebras of discrete groups which are simple with a unique trace
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Simplicity of action-based $C^{*}$-algebras from hyperbolic actions
Action-based C*-algebras from faithful isometric group actions on metric spaces are simple when the action satisfies the generalized P_analytic property, as holds for big mapping class groups via their P_naive^X property.