Abstract
We study Rokhlin dimension of [Formula: see text]-actions on simple separable stably finite nuclear [Formula: see text]-algebras. We prove that under suitable assumptions, a strongly outer [Formula: see text]-action has finite Rokhlin dimension. This extends the known result for automorphisms. As an application, we show that for a large class of [Formula: see text]-algebras, the [Formula: see text]-Bernoulli action has finite Rokhlin dimension.
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