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Titlebook: Automata, Languages and Programming; 23rd International C Friedhelm Meyer,Burkhard Monien Conference proceedings 1996 Springer-Verlag Berli

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楼主: 战神
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Four Rules for Collaborative Negotiationsaper the decidable class of regular context-free processes is enlarged to that of context-free processes over so-called NRD specifications (definition in the paper). Furthermore an upper bound is given for the number of states modulo bisimulation.
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Jeanette Nyden,Kate Vitasek,David Frydlingerfamily contains strictly the context-free graphs investigated by Muller and Schupp, and also the equational graphs defined by Courcelle. Using words for vertices, we give a complete set of representatives by prefix rewriting of rational languages. This subset is a boolean algebra preserved by transi
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Lecture Notes in Computer Sciencehttp://image.papertrans.cn/b/image/166214.jpg
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https://doi.org/10.1007/978-0-387-92409-0In this survey, we present some of the main open problems in the theory of variable-length codes, together with the major advancements recently realized to solve them.
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Computer Properties and Watchers,We consider the ., namely a variant of Kozen‘s modal mu-calculus .. [9] where negation is suppressed and where the basic modalities are a sequence of successor operators ..,..., ..,4. In particular we are interested in the sublanguages of . determined by the value of the .
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Jeanette Nyden,Kate Vitasek,David FrydlingerHere is proposed a variant of the lecture devoted to mentioned two methods with applications in automata theory, formal language theory, schematology and with solution of the equivalence problem for finite substitutions on regular language.
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Negotiating Money for Mutual BenefitWe give a precise average-case analysis of a complete polynomial factorization chain over finite fields by methods based on generating functions and singularity analysis.
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Variable-length maximal codes,In this survey, we present some of the main open problems in the theory of variable-length codes, together with the major advancements recently realized to solve them.
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,A hierarchy theorem for the μ-calculus,We consider the ., namely a variant of Kozen‘s modal mu-calculus .. [9] where negation is suppressed and where the basic modalities are a sequence of successor operators ..,..., ..,4. In particular we are interested in the sublanguages of . determined by the value of the .
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