Abstract
It is proved that mixing transformations and flows of rank 1 have mixing of any multiplicity and a minimal self-joining of any order.
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V V Ryzhikov
© 1993 American Mathematical Society
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Citation V V Ryzhikov 1993 Sb. Math. 75 405
DOI 10.1070/SM1993v075n02ABEH003391
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It is proved that mixing transformations and flows of rank 1 have mixing of any multiplicity and a minimal self-joining of any order.