A characterization theorem showing that for adequate integer sequences, a subgroup condition exactly determines when a unitary operator or measure-preserving transformation can be rigid along some given subsequences and mixing along others.
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Coexistence of mixing and rigid behaviors in ergodic theory
A characterization theorem showing that for adequate integer sequences, a subgroup condition exactly determines when a unitary operator or measure-preserving transformation can be rigid along some given subsequences and mixing along others.