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Computationally Efficient Comparison of Experimental Designs for System Reliability Studies With Binomial Data

机译:使用二项式数据进行系统可靠性研究的实验设计的计算有效比较

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摘要

A common practical problem in experimental design is that of quantitatively determining how to best use a fixed amount of resources to supplement an existing analysis with additional data. We address this problem in the context of the second stage in Bayesian system reliability studies; these second-stage data are aimed at obtaining a more precise estimate of the system's reliability. The current strategy for comparing potential experimental designs is computationally intensive and time-consuming. We present new, more computationally efficient methodology that can be used to quickly assess the anticipated improvements for candidate allocations, and demonstrate its effectiveness with a missile system application. While we find that there are some situations in which our methodology may provide a more optimistic estimate of the expected improvement to be gained from a candidate experiment than the current approach, the results of the two methods tend to closely match when the rankings of candidate experiments are considered. Our implementation of the algorithm (in C), along with a brief description and an example input set, is available online as supplementary materials.
机译:实验设计中的一个常见实际问题是定量确定如何最好地使用固定数量的资源来补充现有分析和其他数据。我们在贝叶斯系统可靠性研究的第二阶段中解决这个问题。这些第二阶段的数据旨在获得对系统可靠性的更精确估计。当前用于比较潜在实验设计的策略是计算量大且耗时的。我们提出了一种新的,计算效率更高的方法,可用于快速评估候选人分配的预期改进,并证明其在导弹系统应用中的有效性。尽管我们发现在某些情况下我们的方法可能比当前方法更能乐观地估计候选实验的预期改进效果,但是当候选实验的排名时,两种方法的结果趋于紧密匹配被考虑。我们对算法的实现(用C语言编写)以及简要说明和示例输入集可在网上作为补充材料获得。

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