Titlebook: Developments in Language Theory; 17th International C Marie-Pierre Béal,Olivier Carton Conference proceedings 2013 Springer-Verlag Berlin H

abysmal

H?here Mathematik mit Mathematicach input is accepted by at most one run or computation. Each deterministic automaton is obviously unambiguous. However, in many settings, unambiguous automata are more expressive or admit more succinct automata than deterministic models, while preserving some good algorithmic properties. The aim of

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ARIA

Ordnance

責(zé)任

H?here Mathematik mit Mathematicasection, complementation, and interleaving. Some of the most popular engines, for example those of Java and Perl, also provide operators that are intended to control the nondeterminism inherent in regular expressions. We formalize this notion in the form of the . and . operators. They do not extend

帶傷害

Obstacle

Ergots

https://doi.org/10.1007/978-3-663-02571-9 with . distinct variables of length at least 2. is avoidable over a ternary alphabet. Building upon the work of Rampersad and the power series techniques of Bell and Goh, we obtain both of these suggested strict bounds. Similar bounds are also obtained for pattern avoidance in partial words, sequen

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