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Titlebook: Automata, Languages and Programming; 10th Colloquium Barc Josep Diaz Conference proceedings 1983 Springer-Verlag Berlin Heidelberg 1983 Mon

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https://doi.org/10.1007/978-3-662-07481-7 temporal logic. The proposed proof system allows to reason about .-programs. The proof system is proved to be arithmetically sound and complete in the sense of Harel [H]. The results of the paper generalize a corresponding result of Pnueli.The system decomposes into two parts. The first part allows
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,Krankenhausleistungen und ihre Vergütung,sition, nondeterministic choice, recursion and merge (arbitrary interleaving). The first is linear time semantics (LT), stated in terms of trace theory; the semantic domain is the collection of all closed sets of finite and infinite words. The second is branching time semantics (BT), as introduced b
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https://doi.org/10.1007/978-3-662-07483-1 nondeterministic state-transition systems. In addition, we compare these relations with other natural state-equivalence relations for nondeterministic systems. We find that the notions of . (Park [P], Ogden [O]) and . (Milner [M]) are very strong equivalences compared with those induced by the logi
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Gesundheitssystem in Deutschland,wo .-bit numbers, and . outputs; the .th output is the carry in the .th position of the sum of the two numbers. We show a nonlinear lower bound for constant-depth, unboundedfanin implementations of prefix-or. However, with negation, linear size circuits are possible. For prefix-carry, we show nonlin
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