Titlebook: Developments in Language Theory; 27th International C Frank Drewes,Mikhail Volkov Conference proceedings 2023 The Editor(s) (if applicable)

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Aspekte der Betreuung H?mophiler in der DDRg. We study this phenomenon for the Burrows-Wheeler Transform (BWT), a string transform at the heart of several of the most popular compressors and aligners today. The parameter determining the size of the compressed data is the number of equal-letter runs of the BWT, commonly denoted ...We exhibit

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Thrombozyt?re Signaltransduktionn is acceptable by an automaton of size .. Shortest paths in such an accepting automaton correspond to shortest synchronizing words. Here, we introduce completely distinguishable automata, a subclass of the synchronizing automata. Being completely distinguishable is a necessary condition for a minim

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Bernd P?tzsch,Katharina MadlenerZA) and show that they are the first known automaton type with all of the following properties: .We compare Zielonka DAG acceptance to many other known acceptance types and give a complete description of their relative succinctness. Further, we show that non-deterministic Zielonka DAG automata turn

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Singers and Creativity in , and ost .. We extend Simon’s congruence to languages. First, we define the Simon’s congruence neighborhood of a language?. to be a set of strings that have a .-congruent string in .. Next, we define two languages?. and . to be .-congruent if both have the same Simon’s congruence neighborhood. We prove t

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https://doi.org/10.1007/978-3-662-63502-5is transformation can be made reversible by adding the log of the run of the algorithm to the output. We introduce a compression scheme for the logs; its analysis proves that .-powers and undirected .-powers can be avoided over . letters. These results are closer to the optimum than it is usually ex

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