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Kriging Hyperparameter Tuning Strategies

机译:克里格超参数调整策略

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Response surfaces have been extensively used as a method of building effective surrogate models of high-fidelity computational simulations. Of the numerous types of response surface models, kriging is perhaps one of the most effective, due to its ability to model complicated responses through interpolation or regression of known data while providing an estimate of the error in its prediction. There is, however, little information indicating the extent to which the hyperparameters of a kriging model need to be tuned for the resulting surrogate model to be effective. The following paper addresses this issue by investigating how often and how well it is necessary to tune the hyperparameters of a kriging model as it is updated during an optimization process. To this end, an optimization benchmarking procedure is introduced and used to assess the performance of five different tuning strategies over a range of problem sizes. The results of this benchmark demonstrate the performance gains that can be associated with reducing the complexity of the hyperparameter tuning process for complicated design problems. The strategy of tuning hyperparameters only once after the initial design of experiments is shown to perform poorly.
机译:响应面已被广泛用作构建高保真计算仿真的有效替代模型的方法。在众多类型的响应面模型中,克里金法可能是最有效的方法之一,因为它能够通过对已知数据进行插值或回归来对复杂的响应进行建模,同时提供预测误差的估计。但是,几乎没有信息表明克里格模型的超参数需要调整到何种程度才能使生成的替代模型生效。以下论文通过研究在优化过程中更新克里金模型的超参数时需要多长时间和一次调整来解决此问题。为此,引入了优化基准测试过程,该过程用于评估五种不同调整策略在一系列问题规模上的性能。该基准测试的结果表明,可以降低复杂设计问题的超参数调整过程的复杂性,从而获得性能上的提高。在实验的初始设计之后,仅调整一次超参数的策略显示效果较差。

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