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Hierarchical Bayesian support vector regression with model parameter calibration for reliability modeling and prediction

机译:分层贝叶斯支持向量回归与模型参数校准,用于可靠性建模和预测

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摘要

Support vector regression (SVR) has been widely used for reliability modeling and prediction in various engi- neering practices. In order to improve the accuracy and robustness of SVR models, this paper proposes a hier- archical Bayesian support vector regression (HBSVR) model, which can be used for dynamic high-dimensional reliability modeling with small data sets. First, a hierarchical Bayesian model is developed to obtain the posterior inference of HBSVR model parameters. Then, a step-size adaptive accelerated Markov Chain Monte Carlo (SAA- MCMC) method is proposed and combined with Sequential Minimal Optimization (SMO) for model parameter calibration. In addition, a HSBVR dynamic update algorithm is proposed to readjust the current parameters of HBSVR by using the updated dataset and SAA-MCMC to avoid repeated modeling during online prediction. Finally, an active learning algorithm is applied to guide the selection of new samples to improve the model accuracy continuously. Eight numerical examples and two real engineering cases are conducted. The results show that the proposed HBSVR outperforms other methods in terms of prediction accuracy and robustness in small sample reliability prediction tasks.
机译:支持向量回归 (SVR) 已广泛用于各种工程实践中的可靠性建模和预测。为了提高SVR模型的精度和鲁棒性,该文提出一种分层贝叶斯支持向量回归(HBSVR)模型,可用于小数据集的动态高维可靠性建模。首先,建立分层贝叶斯模型,得到HBSVR模型参数的后验推断;然后,提出一种步长自适应加速马尔可夫链蒙特卡罗(SAA-MCMC)方法,并结合序贯最小优化(SMO)进行模型参数标定。此外,该文还提出一种HSBVR动态更新算法,利用更新后的数据集和SAA-MCMC对HBSVR的当前参数进行重新调整,避免在线预测过程中的重复建模。最后,应用主动学习算法指导新样本的选择,不断提高模型精度。进行了8个数值算例和2个实际工程案例。结果表明,所提出的HBSVR在小样本信度预测任务中的预测精度和鲁棒性优于其他方法。

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