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Titlebook: Developments in Language Theory; 19th International C Igor Potapov Conference proceedings 2015 Springer International Publishing Switzerlan

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Hypothesis-Driven Simulation Studiesterval. We show that the minimal complexity of an ergodic permutation is ., and that the class of ergodic permutations of minimal complexity coincides with the class of so-called Sturmian permutations, directly related to Sturmian words.
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Kyle T. S. Pattinson,Richard G. Wiseng some properties of the input word, and transitions are designed to maintain consistency within this setting. In this paper we extend the study, started in [.], of the descriptional complexity of .s solving the liveness problem, showing several lower and upper bounds for different choices of allow
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On the Size of Two-Way Reasonable Automata for the Liveness Problem,ng some properties of the input word, and transitions are designed to maintain consistency within this setting. In this paper we extend the study, started in [.], of the descriptional complexity of .s solving the liveness problem, showing several lower and upper bounds for different choices of allow
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John T. Povlishock,Yuji Ueda,Enoch P. Weiain how it extends to the more general framework of Garside families. Extending the viewpoint even more, we then consider general quadratic normalisation procedures and characterise Garside normalisation among them.
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Florian G. Hartmann,Daniel Loislso for the . fragment. In particular, the decidability for . is obtained. More generally, for every concatenation hierarchy of regular languages, it is proved that decidability of one of its half levels implies decidability of the intersection of the following half level with its complement.
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