Expansions in non-integer bases: lower order revisited
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Publication:2926284
zbMath1368.11010arXiv1302.4302MaRDI QIDQ2926284
Publication date: 23 October 2014
Full work available at URL: https://arxiv.org/abs/1302.4302
Related Items (14)
On small bases which admit countably many expansions with multiple digits ⋮ Finite orbits in multivalued maps and Bernoulli convolutions ⋮ Metric results for numbers with multiple \(q\)-expansions ⋮ Digit frequencies and self-affine sets with non-empty interior ⋮ The Two-Dimensional Density of Bernoulli Convolutions ⋮ Digit frequencies of beta-expansions ⋮ On small bases which admit countably many expansions ⋮ On a problem of countable expansions ⋮ Exceptional digit frequencies and expansions in non-integer bases ⋮ On small bases which admit points with two expansions ⋮ Bases in which some numbers have exactly two expansions ⋮ Numbers with simply normal β-expansions ⋮ Hausdorff dimension of multiple expansions ⋮ Relative bifurcation sets and the local dimension of univoque bases
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