EXCEPTIONAL SETS RELATED TO THE RUN-LENGTH FUNCTION OF BETA-EXPANSIONS

@inproceedings{Fang2018EXCEPTIONALSR,
  title={EXCEPTIONAL SETS RELATED TO THE RUN-LENGTH FUNCTION OF BETA-EXPANSIONS},
  author={Lulu Fang and Kunkun Song and Min Wu},
  year={2018}
}
Let β > 1 and x ∈ [0, 1] be real numbers. The run-length function of β-expansions denoted by rn(x,β) is defined as the maximal length of consecutive zeros in the first n digits of the β-expansion o...