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A Bayesian Model-Averaging Approach for Multiple-Response Optimization

机译:多响应优化的贝叶斯平均模型方法

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摘要

The characteristics that define the quality and reliability of many products and processes are often multidimensional. Many of the current multiple-response optimization approaches assume a single-response model to optimize such processes and do not consider the correlations among the response data, the uncertainty in the response models, and the uncertainty in the parameter estimates of the models. Failure to account for these uncertainties can result in misleading quality estimates and therefore poor process design. In this paper, we consider a Bayesian decision theoretic approach to the modeling and optimization of multiple-response systems. This approach naturally accounts for the correlations among the responses, the variability of the predictions, and the uncertainty of the model parameters. We further propose a Bayesian model averaging approach to account for response-model uncertainty. This approach is general and enables the consideration of many types of quality criteria and characteristics. In addition, we also consider the important follow-up question of how to allocate further resources for additional experimentation to achieve or improve on the desired quality level. [PUBLICATION ABSTRACT] Show less
机译:定义许多产品和过程的质量和可靠性的特征通常是多维的。当前的许多多响应优化方法都假设使用单响应模型来优化此类过程,并且没有考虑响应数据之间的相关性,响应模型中的不确定性以及模型参数估计中的不确定性。不考虑这些不确定性会导致误导质量评估,从而导致不良的工艺设计。在本文中,我们考虑了一种用于多响应系统建模和优化的贝叶斯决策理论方法。这种方法自然会考虑到响应之间的相关性,预测的可变性以及模型参数的不确定性。我们进一步提出了一种贝叶斯模型平均方法来解决响应模型的不确定性。这种方法是通用的,可以考虑多种类型的质量标准和特征。此外,我们还考虑了重要的后续问题,即如何为其他实验分配更多资源,以实现或提高所需的质量水平。 [出版物摘要]显示较少

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