Titlebook: Combinatorics on Words; 9th International Co Juhani Karhumäki,Arto Lepistö,Luca Zamboni Conference proceedings 2013 Springer-Verlag Berlin

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书目名称Combinatorics on Words读者反馈学科排名

debris

savage

Shirumisha Kwayu,Banita Lal,Mumin Abubakreprocess. An intermediate role is played by the notion od word trees for which some properties of words are generalized. In particular, we describe an infinite family of binary automata, called . and constructed by using standard sturmian words and more specifically Fibonacci words, that represent th

META

SpringerBriefs in Molecular Sciencefree monoid is naturally represented as a highly non regular tree whose nodes are the integers and whose subtrees are all distinct. With every node of that tree is then associated a minimal infinite word (and a maximal infinite word)..The main result is that a sequential transducer which computes fo

crumble

Realistic Vehicular Networks Simulationsdorandom number generators. An infinite word . on a .-ary alphabet has the WDO property if, for each factor . of ., positive integer ., and vector .., there is an occurrence of . such that the Parikh vector of the prefix of . preceding such occurrence is congruent to . modulo .. We prove that Sturmi

Atmosphere

Bruno F. de Azevedo,Nelio D. Pizzolatofull discrete plane when, starting from a finite seed, we iterate the multidimensional dual substitutions associated with .. We apply our results to study the substitutions associated with the Brun multidimensional continued fraction algorithm.

Atmosphere

Yourself

https://doi.org/10.1007/978-3-030-12255-3oung tableaux is a cross-section of this congruence which happens to be regular. The main result of this work shows that the set of alphabetically minimal elements in the congruence classes is also regular. We give a full combinatorial characterization of these minimal elements and show that constru

讽刺

LoRaWan: Low Cost Solution for Smart Citiesorbit closure of ..(.) and . is the shift operation. Let . be a finite alphabet that is in bijective correspondence via a mapping . with the set of nonempty suffixes of the images .(.) for . ∈ .. Let . be the set of infinite words s = (..). such that .. We show that if . is primitive and .(.) is a s

Fibroid

New Methods for Self-Calibration of Currents.(.). Thus . satisfies the Dual PCP if and only if it belongs to a non-trivial equality set. Words which do not satisfy the Dual PCP are called ., and are important to the study of word equations, equality sets and ambiguity of morphisms. In this paper, a ‘prime’ subset of periodicity forcing words