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- W66008315 abstract "S. Alpern has proved that an invertible antiperiodic measurable measure preserving transformation of a Lebesgue probability space can be rep- resented by k towers of heights n1;::: ;nk, with prescribed measures, provided that the heights have greatest common divisor 1. In this paper we give a sim- ple proof of Alpern's theorem. It is elementary in the sense that it involves no limits and uses Kakutani's easy proof of Rokhlin's Lemma." @default.
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- W66008315 date "1997-01-01" @default.
- W66008315 modified "2023-10-18" @default.
- W66008315 title "Multiple Rokhlin Tower Theorem: A Simple Proof" @default.
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