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Cokriging-Based Sequential Design Strategies Using Fast Cross-Validation Techniques for Multi-Fidelity Computer Codes

机译:快速交叉验证技术的多保真计算机代码基于协同克里格的顺序设计策略

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Cokriging-based surrogate models have become popular in recent decades to approximate a computer code output from a few simulations using both coarse and more complex versions of the code. In practical applications, it is common to sequentially add new simulations to obtain more accurate approximations. We propose a method of cokriging-based sequential design, which combines both the error evaluation provided by the cokriging model and the observed errors of a leave-one-out cross-validation procedure. This method is proposed in two versions, the first one selects points one at a time. The second one allows us to parallelize the simulations and to add several design points at a time. The main advantage of the suggested strategies is that at a new design point they choose which code versions should be simulated (i.e., the complex code or one of its fast approximations). A multifidelity application is used to illustrate the efficiency of the proposed approaches. In this example, the accurate code is a two-dimensional finite element model and the less accurate one is a one-dimensional approximation of the system. This article has supplementary material online.
机译:在过去的几十年中,基于协同克里格的代理模型已变得越来越流行,它可以使用粗略版本和更复杂版本的代码来模拟一些模拟的计算机代码输出。在实际应用中,通常顺序添加新的模拟以获得更准确的近似值。我们提出了一种基于协同克里金法的顺序设计方法,该方法结合了协同克里金法模型提供的误差评估和留一法交叉验证程序的观测误差。此方法有两种版本,第一种同时选择一个点。第二个允许我们并行模拟并一次添加几个设计点。建议策略的主要优点是,在新的设计点上,他们选择应模拟的代码版本(即,复杂代码或其快速近似之一)。使用多保真度应用程序来说明所提出方法的效率。在此示例中,准确的代码是二维有限元模型,而次准确的代码是系统的一维近似。本文在线提供了补充材料。

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