Results 11 to 20 of about 24,121 (290)
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F Blanchet-Sadri
exaly +3 more sources
Automaticity of primitive words and irreducible polynomials [PDF]
Automata, Logic and ...
Anne Lacroix, Narad Rampersad
doaj +6 more sources
On unique factorizations of primitive words
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Tero Harju, Dirk Nowotka
exaly +4 more sources
On primitive words with non-primitive product [PDF]
Let𝒜be an alphabet of sizen≥ 2. Our goal in this paper is to give a complete description of primitive wordsp≠qover𝒜such thatpqis non-primitive. As an application, we will count the cardinality of the setℰ(l,𝒜) of all couples (p,q) of distinct primitive words such that |p| = |q| =landpqis non-primitive, wherelis a positive integer.
Othman Echi +2 more
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We investigate Abelian primitive words, which are words that are not Abelian powers. We show the set of Abelian primitive words is not context-free. We can determine whether a word is Abelian primitive in linear time (for fixed alphabet size). Also differently from classical primitive words, we find that a word may have more than one Abelian root.
Michael Domaratzki, Narad Rampersad
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On a Special Class of Primitive Words [PDF]
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Elena Czeizler +2 more
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A Classification of Trapezoidal Words [PDF]
Trapezoidal words are finite words having at most n+1 distinct factors of length n, for every n>=0. They encompass finite Sturmian words. We distinguish trapezoidal words into two disjoint subsets: open and closed trapezoidal words. A trapezoidal word
Gabriele Fici
doaj +3 more sources
Morphically primitive words [PDF]
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Daniel Reidenbach, Johannes C. Schneider
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PROPERTIES OF PSEUDO-PRIMITIVE WORDS AND THEIR APPLICATIONS [PDF]
A pseudo-primitive word with respect to an antimorphic involution θ is a word which cannot be written as a catenation of occurrences of a strictly shorter word t and θ(t). Properties of pseudo-primitive words are investigated in this paper. These properties link pseudo-primitive words with essential notions in combinatorics on words such as primitive ...
Lila Kari +2 more
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