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Benchmarking the PAWN distribution-based method against the variance-based method in global sensitivity analysis: Empirical results

机译:在全局敏感性分析中将基于PAWN分布的方法与基于方差的方法进行基准比较:经验结果

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摘要

The search for new and more efficient global sensitivity analysis methods has led to the development of the PAWN distribution-based method. This method has been proven to overcome one of the main limitation of variance-based methods - the moment independent property. In this regard, the distribution-based method has outperformed the variance-based method for some highly-skewed or multi-modal distributions. However, despite its increasing popularity, there is a lack of understanding about the performance and properties of the distribution-based method. The benchmark presented in this paper is an attempt to remedy this. We compare the distribution-based method against the variance-based method for a set of well-known test functions. We show that, whereas the distribution-based method can be used as a complementary approach to variance-based methods, which is especially useful when dealing with highly-skewed or multi-modal distributions, it fails to rank different inputs that have different orders of magnitude in their contribution of the response.
机译:对新的和更有效的全局敏感性分析方法的探索导致了基于PAWN分布的方法的发展。事实证明,该方法克服了基于方差的方法的主要局限性-矩独立性。在这方面,对于某些高度偏斜或多峰分布,基于分布的方法要优于基于方差的方法。但是,尽管它越来越流行,但是对基于分布的方法的性能和属性缺乏了解。本文提出的基准是对此进行的尝试。对于一组著名的测试函数,我们将基于分布的方法与基于方差的方法进行比较。我们表明,尽管基于分布的方法可以用作基于方差的方法的补充方法,这在处理高度偏斜或多峰分布时特别有用,但它无法对具有不同阶数的不同输入进行排序他们对响应的贡献的大小。

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