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Rigidity Sequences of Power Rationally Weakly Mixing Transformations
Published 19 Mar 2015 in math.DS | (1503.05806v1)
Abstract: We prove that a class of infinite measure preserving transformations, satisfying a "strong" weak mixing condition, generates all rigidity sequences of all conservative ergodic invertible measure preserving transformations defined on a Lebesgue $\sigma$-finite measure space.
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