Markov word patterns and a relation on \(\alpha\)-words
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Publication:317403
DOI10.1016/j.dam.2016.05.032zbMath1353.68222OpenAlexW2468353442MaRDI QIDQ317403
Fang-Yi Liao, Wai-Fong Chuan, Fei Yu
Publication date: 30 September 2016
Published in: Discrete Applied Mathematics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.dam.2016.05.032
adjacent \(\alpha\)-wordirrational characteristic wordMarkov word patternseed wordsimple Sturmian word
Related Items (2)
\(Q\)-factorization of suffixes of two-way infinite extensions of irrational characteristic words ⋮ Approximating Bernoulli words of irrational numbers by \(\alpha \)-words
Cites Work
- Fibonacci word patterns in two-way infinite Fibonacci words
- Locating factors of a characteristic word via the generalized Zeckendorf representation of numbers
- Factors of characteristic words of irrational numbers
- \(\alpha\)-words and the radix order
- A division property of the Fibonacci word
- Substitutions in dynamics, arithmetics and combinatorics
- Factors of characteristic words: location and decompositions
- On the conjugation of standard morphisms
- Unbordered factors of the characteristic sequences of irrational numbers
- Lyndon words and singular factors of sturmian words
- \(\alpha\)-words and factors of characteristic sequences
- Sturmian words, Lyndon words and trees
- A representation theorem of the suffixes of characteristic sequences
- Moments of conjugacy classes of binary words
- Sturmian morphisms and \(\alpha\)-words
- Lyndon factorization of Sturmian words
- The \(D\)-representation of nonnegative integers and the Fibonacci factorization of suffixes of infinite Fibonacci words
- Combinatorics on Words
- Descriptions of the Characteristic Sequence of an Irrational
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