Let $\mb w $ be a morphic word over a finite alphabet $\Sigma $, and let $\Delta $ be a
nonempty subset of $\Sigma $. We study the behavior of maximal blocks consisting only of …

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Let w be a morphic word over a finite alphabet Σ, and let∆ be a nonempty subset of Σ. We
study the behavior of maximal blocks consisting only of letters from∆ in w, and prove the …

1 qµ has infinitely many solutions in rational numbers p/q. It follows from the theory of
continued fractions that µ (ξ)≥ 2 for all irrational numbers ξ, and from the Borel–Cantelli …

Let $\mb w $ be a morphic word over a finite alphabet $\Sigma $, and let $\Delta $ be a
nonempty subset of $\Sigma $. We study the behavior of maximal blocks consisting only of …

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Let $\mb w $ be a morphic word over a finite alphabet $\Sigma $, and let $\Delta $ be a
nonempty subset of $\Sigma $. We study the behavior of maximal blocks consisting only of …

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