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Titlebook: Results and Trends in Theoretical Computer Science; Colloquium in Honor Juliani Karhumäki,Hermann Maurer,Grzegorz Rozenber Conference proc

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Results and Trends in Theoretical Computer Science978-3-540-48445-5Series ISSN 0302-9743 Series E-ISSN 1611-3349
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Lecture Notes in Computer Sciencehttp://image.papertrans.cn/r/image/828907.jpg
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Randomness as an invariant for number representations,We show that the usual positional representations of a real number are either random, in the sense of Martin-Löf, for all bases or not so for any base. Thus, randomness is an invariant of number representations. All our proofs are constructive.
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,Cooperating grammars’ systems: Power and parameters,We give an overview on the results obtained about the connection between the power and some parameters of cooperating grammars‘ systems, and propose a method for comparing those CD grammar classes.
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Deciding the NTS property of context-free grammars,An algorithm is presented that is a variation of the one of Senizergues in [4]. It decides the NonTerminal Separation property of context-free grammars in polynomial time. A straightforward generalization of the algorithm decides the NTS property of extended context-free grammars (but not in polynomial time).
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Identities and transductions,Let . be the identity relation on the monoid ... It is shown that the problem . is undecidable for rational transductions .. On the other hand, the problems . and .=. are easily seen to be decidable.
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An iteration property of Lindenmayerian power series,We establish an iteration property of Lindenmayerian power series. As an application we derive results on the series generating power of . systems.
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