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Approximating optimal threshold values for unreliable manufacturing systems via stochastic optimization

机译:通过随机优化逼近不可靠的制造系统的最佳阈值

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The algorithms proposed utilize perturbation analysis to carry out gradient estimation and stochastic approximation to find the optimal threshold values for unreliable one- and two-machine systems. The perturbation analysis techniques initiated by Y.C. Ho and X. Cao (1991) are used to deduce a simple gradient estimate, and the stochastic optimization techniques are employed to develop iterative algorithms for approximating the optimal threshold values. The formulation for the one-machine problem is given and the iterative algorithm is also developed. An example for the one-machine case is included. The result from the numerical study is compared with existing analytical results. The extension to multimachine systems is explained.
机译:提出的算法利用扰动分析来执行梯度估计和随机近似,以找到不可靠的一个和双机系统的最佳阈值。 由Y.C发起的扰动分析技术。 HO和X.CAO(1991)用于推导出简单的梯度估计,并且使用随机优化技术来开发用于近似最佳阈值的迭代算法。 给出了单机问题的制剂,并且还开发了迭代算法。 包括单机盒的示例。 将数值研究的结果与现有的分析结果进行比较。 解释了向多何系统的扩展。

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