Pairwise ɛ-independence of the sets T i A for a mixing transformation T
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If an ergodic automorphism T of a probability space is not partially rigid, then for any numbers a ∈ (0, 1) and ɛ > 0 there exists a set A such that all sets T i A, i > 0, are pairwise ɛ-independent.
Key wordsMixing partial rigidity measure-preserving transformation ɛ-independence
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