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Improved generalized Fourier amplitude sensitivity test (FAST) for model assessment

机译:改进的广义傅里叶振幅灵敏度测试(FAST)用于模型评估

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摘要

The Fourier amplitude sensitivity test (FAST) can be used to calculate the relative variance contribution of model input parameters to the variance of predictions made with functional models. It is widely used in the analyses of complicated process modeling systems. This study provides an improved transformation procedure of the Fourier amplitude sensitivity test (FAST) for non-uniform distributions that can be used to represent the input parameters. Here it is proposed that the cumulative probability be used instead of probability density when transforming non-uniform distributions for FAST. This improvement will increase the accuracy of transformation by reducing errors, and makes the transformation more convenient to be used in practice. In an evaluation of the procedure, the improved procedure was demonstrated to have very high accuracy in comparison to the procedure that is currently widely in use.
机译:傅里叶振幅灵敏度测试(FAST)可用于计算模型输入参数对功能模型所做预测的方差的相对方差贡献。它广泛用于复杂过程建模系统的分析中。这项研究为不均匀分布提供了改进的傅立叶振幅灵敏度测试(FAST)变换程序,可用于表示输入参数。在此建议,在为FAST变换非均匀分布时,使用累积概率代替概率密度。这种改进将通过减少错误来提高转换的准确性,并使转换更易于在实践中使用。在该过程的评估中,与目前广泛使用的过程相比,改进后的过程具有很高的准确性。

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