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- W2982523402 abstract "We study the dynamics of a simple random walk on subshifts defined by the beta transformation and apply it to find concrete formulae for the Hausdorff dimension of digit frequency sets for $beta>1$ that solves $beta^{m+1}-beta^m-1=0$ generalising the work of Fan and Zhu. We also give examples of $beta$ where this approach fails." @default.
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- W2982523402 date "2019-10-28" @default.
- W2982523402 modified "2023-09-27" @default.
- W2982523402 title "Random walks associated to beta-shifts." @default.
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