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- W2184709518 abstract "We introduce a Stochastic Process Algebra called PEPA 1, based on Hillston's PEPA. PEPA 1 is suitable for describing and analysing the performance of certain kinds of queues, such as Ph/Ph/c and M/Ph/1. The activities of PEPA 1 components have durations given by phase-type distributions. To overcome the state space explosion that arises when solving the models through the underlying Markov process we instead use the Matrix-Geometric Method. Though the method proposed here can only be applied to a fragment of PEPA 1 because of its dependence on the structure of the system, we can solve models with potentially in- finitely many customers queued (an unbounded buer), in contrast to the approaches used in SPAs such as PEPA, TIPP and EMPA." @default.
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- W2184709518 date "1999-01-01" @default.
- W2184709518 modified "2023-09-27" @default.
- W2184709518 title "Solving Infinite Stochastic Process Algebra Models Through Matrix-Geometric Methods" @default.
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