Titlebook: CONCUR ‘98 Concurrency Theory; 9th International Co Davide Sangiorgi,Robert Simone Conference proceedings 1998 Springer-Verlag Berlin Heide

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https://doi.org/10.1007/978-3-663-10879-5checking. We characterize LTL formulas that can be expressed in the alternation-free .-calculus; these arc precisely the formulas that are equivalent to deterministic Büchi automata. We then claim that these results are possibly of theoretical, rather than of practical interest, since in practice, L

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Automata and coinduction (an exercise in coalgebra),) coalgebra. This leads to a transparent and uniform presentation of automata theory and yields some new insights, amongst which coinduction proof methods for language equality and language inclusion. At the same time, the present treatment of automata theory may serve as an introduction to coalgebra.

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https://doi.org/10.1007/978-3-663-10879-5ar, the computational advantage of CTL model checking over LTL model checking makes CTL a popular choice, leading to efficient model-checking tools for this logic. Can we use these tools in order to verify linear properties? In this survey paper we describe two approaches that relate branching and l

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Naturvorstellungen in der Renaissance,he environment in which the program operates may behave nondeterministically, e.g., by generating different sequences of inputs in different runs of the system. To satisfy the specification, the program needs to act so that the specification holds in every computation generated by its interaction wi

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Naturvorstellungen in der Renaissance,ain result is that the set of (iterated) predecessors of a regular set of PA-processes is a regular tree language, and similarly for (iterated) successors. Furthermore, the corresponding tree-automata can be built effectively in polynomial-time. This has many immediate applications to verification p