Titlebook: Combinatorics on Words; 9th International Co Juhani Karhum?ki,Arto Lepist?,Luca Zamboni Conference proceedings 2013 Springer-Verlag Berlin

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Smart Self-Correcting D/A Converters .?=?.. The new way to consider .-abelian .th powers is to say that a word is . if it is .-abelian equivalent to an .th power. We prove that strongly .-abelian .th powers are not avoidable on any alphabet for any numbers . and .. In the abelian case this is easy, but for .?>?1 the proof is not trivial.

瘋狂

https://doi.org/10.1007/978-3-030-04315-5amically equivalent to a given uniform morphism is finite, if the morphisms are one-to-one and if we ignore changes of alphabet. We will present the equivalence class of the Toeplitz morphism 0?→?01, 1?→?00. This is joint work with Ethan Coven and Mike Keane.

向下

Shirumisha Kwayu,Banita Lal,Mumin Abubakre is considered, such family of word automata represent the worst case for the number of steps and for its overall time complexity. This fact suggests that the standard sturmian words, and consequently the associated word automata, are able to capture some properties for which the minimization process becomes inherently more complex.

Chromatic

Dynamical Equivalence of Morphismsamically equivalent to a given uniform morphism is finite, if the morphisms are one-to-one and if we ignore changes of alphabet. We will present the equivalence class of the Toeplitz morphism 0?→?01, 1?→?00. This is joint work with Ethan Coven and Mike Keane.

微塵

Corral

SpringerBriefs in Molecular Scienceinite words are then interpreted as representations of real numbers; the difference between the numbers represented by the maximal and minimal word associated with?. is called the span of?.. The preceding construction allows to characterise the topological closure of the set of spans.

MILK

謙卑

流浪

Periodicity Forcing Wordsrmore, it is shown that there exist examples of periodicity forcing words which contain any given factor/prefix/suffix. Finally, an alternative class of mechanisms for generating periodicity forcing words is developed, resulting in a class of examples which contrast those known already.

monologue

0302-9743 natorics on Words, WORDS 2013, held in Turku, Finland, in September 2013 under the auspices of the EATCS. The 20 revised full papers presented were carefully reviewed and selected from 43 initial submissions. The central topic of the conference is combinatorics on words (i.e. the study of finite and