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Titlebook: Development in Language Theory; 15th International C Giancarlo Mauri,Alberto Leporati Conference proceedings 2011 Springer-Verlag GmbH Berl

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https://doi.org/10.1007/978-94-007-2825-7. In search for understanding the class of finite splicing systems, it has been conjectured that a necessary condition for a regular language . to be a splicing language is that . must have a constant in the Schützenberger’s sense. We prove this longstanding conjecture to be true. The result is base
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The Value Space of Meaningful Relationsnsition complexity, is studied. The average transition complexity of . was proved by Nicaud to be linear in the size of the corresponding expression. This result was obtained using an upper bound of the number of transitions of .. Here we present a new quadratic construction of . that leads to a mor
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https://doi.org/10.1007/978-1-4684-5883-1s in turn. A game is specified by the .-language which contains the plays won by Player 2. We analyze .-languages generated from certain classes . of regular languages of finite words (called *-languages), using natural transformations of *-languages into .-languages. Winning strategies for infinite
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