Existence of topologically free minimal F_∞-actions on the Cantor set without dynamical comparison (with or without invariant measures), plus separation of strict comparison in the crossed product from dynamical comparison, via monoid construction and embedding into a refinement monoid realized as a
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Topologically free minimal actions without dynamical comparison
Existence of topologically free minimal F_∞-actions on the Cantor set without dynamical comparison (with or without invariant measures), plus separation of strict comparison in the crossed product from dynamical comparison, via monoid construction and embedding into a refinement monoid realized as a