The Computer Journal · 1995 · 465 citations · 2 references
EngineeringComputer ScienceStochastic ModelingStochastic ProcessesTheory Of ComputationConcurrent ModelingMarkov ChainsMarkov ProcessesProcess ModelingStochastic CalculusStochastic Systems ModelingConcurrency TheoryConcurrent ProcessesContinuous-time Markov ChainsContinuous-time Markov ProcessesFinite-state ProcessesStochastic Process AlgebraStructural Operational Semantics
We extend the π-calculus, a model of concurrent processes based on the notion of naming, to cope with performance modelling. The new language is called the stochastic π-calculus (Sπ). We obtain a more expressive language than classical stochastic process algebras because Sπ is given in the classical structural operational approach. In order to effectively computer performance measures, we define a stratified transition system that is finitely branching. We give a transition rule to directly yield a continuous time Markov chain from an Sπ specification, with no transition system manipulation.
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Concurrent Prolog: A Progress Report