Dealing with Model Errors in Approximation Model-Based Optimization

Linda Wang, D. Lowther
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Abstract

Approximation models are often used in place of complex analysis code during optimization. Uncertainties in the model parameters could lead to inaccuracies in the process. This paper presents a Bayesian approach for finding an optimum that is robust to the uncertainty in model parameters. We test the proposed methodology with two model types applied to standard electromagnetics benchmark problems
基于近似模型优化的模型误差处理
在优化过程中,通常使用近似模型来代替复杂的分析代码。模型参数的不确定性可能导致过程中的不准确性。本文提出了一种贝叶斯方法来寻找对模型参数不确定性具有鲁棒性的最优解。我们用两种模型类型来测试所提出的方法,并应用于标准电磁学基准问题
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