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Regularity properties and Rokhlin dimension for compact group actions
Published 17 Jul 2014 in math.OA | (1407.5485v1)
Abstract: We show that formation of crossed products and passage to fixed point algebras by compact group actions with finite Rokhlin dimension preserve the following regularity properties: finite decomposition rank, finite nuclear dimension, and tensorial absorption of the Jiang-Su algebra, the latter in the formulation with commuting towers.
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