Searching for "Recurrence in Infinite Words." – sorted by Relevance.
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Strongly Almost Periodic Sequences under Finite Automata Mappings. Matematicheskie Zametki
- the notion of periodicity. Strongly almost periodic sequences (=uniformly recurrent infinite words) first
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Occurrences of palindromes in characteristic Sturmian words, Theoret
- uniformly recurrent infinite word, any (palindromic) factor of cα occurs infinitely many times in cα
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Return Words In Sturmian And Episturmian Words
- . Considering each occurrence of a word w in a recurrent infinite word, we define the set of return words of w
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unknown title
- of an involutory antimorphism θ of the free monoid A ∗ . We show that given a recurrent infinite word ω ∈ A N
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A characterization of Sturmian words by return words
- = uwv: An infinite word U is called recurrent if every factor of U appears infinitely many times in U
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A positive pumping condition for regular sets
- be an infinite word. We say that b is uniformly recurrent if there exists a function c: A ∗ → N such that if w, v
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Order and quasiperiodicity in episturmian words (Extended Abstract)
- here is that, for any aperiodic infinite word x which is uniformly recurrent, min(x) is an infinite
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Characterizations of finite and infinite episturmian words via lexicographic orderings
- strict episturmian word, or a strict episkew word (i.e., a particular kind of non-recurrent infinite word
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Theoretical Informatics and Applications Will be set by the publisher DOI: (will be inserted later) SEQUENCES OF LOW ARITHMETICAL COMPLEXITY
- complexity. An infinite word w ∈ Σω is called uniformly recurrent if all its factors occur in it an infinite
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On the Number of Return Words in Infinite Words with Complexity 2n + 1
- ? We first give the definition of return words for a recurrent infinite word in a finite alphabet (a
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