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Titlebook: CONCUR ‘90: Theories of Concurrency: Unification and Extension; Theories of Concurre J. C. M. Baeten,J. W. Klop Conference proceedings 1990

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National Regulation of Space Activitiesite-state systems in CCS. The point of the translational semantics is that by imposing restrictions on Lunsen so that the semantics of a program is finite-state, we can analyze Lunsen programs automatically using the Concurrency Workbench. As an illustration we include an analysis of a mutual exclusion algorithm.
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Testing equivalences and fully abstract models for probabilistic processes,raction with tests. Based on these probabilities three equivalences are defined. We define three denotational models, and show that each model contains exactly the necessary information for verification of one of the equivalences.
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A preorder for partial process specifications,particular interface. This property makes the preorder particularly suitable for reasoning compositionally about networks of processes. The paper also gives a sound and complete axiomatization for finite processes of the largest precongruence contained in this new preorder.
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An implementation of a translational semantics for an imperative language,ite-state systems in CCS. The point of the translational semantics is that by imposing restrictions on Lunsen so that the semantics of a program is finite-state, we can analyze Lunsen programs automatically using the Concurrency Workbench. As an illustration we include an analysis of a mutual exclusion algorithm.
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Research design and methodology, expressive as logical specifications and do allow specifications to be decomposed. We also present specification formalisms for probabilistic processes, and evaluate these with respect to compositionality.
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National Parks and Protected Areasnternal state. These extensions make it possible to formulate proofs that a program implements another program, and lead to a simple compositional semantics for concurrent systems. As the logic becomes more powerful, however, it becomes more difficult to choose appropriate proof principles. A complete axiomatization might help in this choice.
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Ideal specification formalism = expressivity + compositionality + decidability + testability + ..., expressive as logical specifications and do allow specifications to be decomposed. We also present specification formalisms for probabilistic processes, and evaluate these with respect to compositionality.
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,An axiomatization of Lamport’s temporal logic of actions,nternal state. These extensions make it possible to formulate proofs that a program implements another program, and lead to a simple compositional semantics for concurrent systems. As the logic becomes more powerful, however, it becomes more difficult to choose appropriate proof principles. A complete axiomatization might help in this choice.
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