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Two-way interaction of input variables in the sensitivity analysis of neural network models

机译:神经网络模型敏感性分析中输入变量的双向交互作用

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The major shortcoming of artificial neural networks (ANN) is the difficulty of interpreting the knowledge gained by "black-box" type models. Several methods, commonly called sensitivity analysis, have been proposed to overcome this disadvantage. The relative importance of each input variable on the output can then be determined. One of the existing methods uses partial derivatives (PaD) to visualise the contribution of single variables. However, in ecology, relationships are the result of multivariate and non-linear conditions; phenomena are rarely due to a simple cause or to a unique perturbation. For these reasons, a modification of the PaD (PaD2) was implemented to analyse the contribution of all possible pair-wise combinations of input variables, taking into account the two-way interactions between variables.
机译:人工神经网络(ANN)的主要缺点是难以解释通过“黑匣子”类型模型获得的知识。已经提出了几种通常称为灵敏度分析的方法来克服该缺点。然后可以确定每个输入变量在输出上的相对重要性。现有方法之一是使用偏导数(PaD)可视化单个变量的贡献。但是,在生态学中,关系是多元和非线性条件的结果。现象很少是由于简单的原因或独特的扰动引起的。由于这些原因,考虑到变量之间的双向交互作用,对PaD(PaD2)进行了修改,以分析输入变量的所有可能的成对组合的贡献。

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