Almost periodic outer flows with full Connes spectrum on the hyperfinite II1 factor satisfy the Rokhlin property and are unique up to cocycle conjugacy.
Kawamuro , A Rohlin property for one-parameter automorphism groups of the hyperfinite _1 factor
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Uniqueness of almost periodic outer flows on the hyperfinite type $\mathrm{II}_1$ factor
Almost periodic outer flows with full Connes spectrum on the hyperfinite II1 factor satisfy the Rokhlin property and are unique up to cocycle conjugacy.