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SIMPLIFICATION OF STOCHASTIC PETRI NETS USING A DECOUPLING METHOD

机译:使用去耦方法简化随机培养网

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This paper concerns the simplification of stochastic Petri net model, possessing the property of double scale of time. This simplification uses the singular perturbation method. The stochastic Petri net is transformed in a Markov chain in discrete time and discrete state space. Then, by application of singular perturbations, our model is decomposed in two subsystems. The part mat has the greatest influence on the system is only preserved. Then the reverse process determines the simplified graph that corresponds to the most influential part of the system. An example stemming from an industrial repair cycle validates the step used.
机译:本文涉及随机培养净型的简化,具有双量程的性质。这种简化使用奇异扰动方法。随机培养网在离散时间和离散状态空间中在马尔可夫链中转化。然后,通过应用奇异扰动,我们的模型在两个子系统中分解。部分垫对系统的影响最大,仅保留了。然后,反向过程确定对应于系统最有影响力的一部分的简化图。源于工业修复周期的示例验证了所用的步骤。

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