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Catching and missing finite sets
<span title="1978-12-01">1978</span>
<i title="Canadian Mathematical Society">
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If T is a 1-1 bimeasurable measure-preserving aperiodic transformation on a probability space X which is a Lebesgue space, then {A:A<=^X and for almost every pair of finite sets F and G there is an neN satisfying F^T'A and GHTM.^} is dense in the cr-algebra of measurable sets.
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