Bowen Lemma in the Countable Symbolic Space
AbstractWe consider the sets of quasi-regular points in the countable symbolic space. We measure the sizes of the sets by Billingsley-Hausdorff dimension defined by Gibbs measures. It is shown that the dimensions of those sets, always bounded from below by the convergence exponent of the Gibbs measure, are given by a variational principle, which generalizes Li and Ma’s result and Bowen’s result. View Full-Text
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Li, M.; Ma, J. Bowen Lemma in the Countable Symbolic Space. Entropy 2017, 19, 532.
Li M, Ma J. Bowen Lemma in the Countable Symbolic Space. Entropy. 2017; 19(10):532.Chicago/Turabian Style
Li, Mingtian; Ma, Jihua. 2017. "Bowen Lemma in the Countable Symbolic Space." Entropy 19, no. 10: 532.
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