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引用次数: 19
摘要
现代系统涉及越来越复杂的相互作用,导致非常大的模型。在随机Petri网领域,标准的方法是使用高级随机Petri网和/或某种组合性来处理这种日益增加的复杂性。本文给出了随机高阶Petri网(random Well - formed Nets, SWN)的异步分解方法的实验实现。该方法将结构化马尔可夫链的多值决策图方法与可分解SWN的理论结果相结合。这个实现允许我们为非常大和非常对称的系统计算性能指标。我们将我们的工具应用于复杂制造系统的分析。
Performance evaluation with asynchronously decomposable SWN: implementation and case study
Modern systems involve more and more complex interactions leading to very large models. In the area of Stochastic Petri Nets, standard approaches are to use High Level Stochastic Petri Nets and/or some kind of compositionality to cope with this increasing complexity. In this paper we present an experimental implementation of the asynchronous decomposition method for Stochastic Well formed Nets (SWN), a class of Stochastic High level Petri nets. The method combines the Multi-valued Decision Diagram methods for structured Markov chains with the theoretical results for decomposable SWN. This implementation allows us to compute performance indices for very large and very symmetric systems. We apply our tool to the analysis of a complex Manufacturing System.