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The Same Analysis Approach: Practical protection against the pitfalls of novel neuroimaging analysis methods

机译:相同的分析方法:针对新型神经影像分析方法的陷阱的实用保护

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摘要

Standard neuroimaging data analysis based on traditional principles of experimental design, modelling, and statistical inference is increasingly complemented by novel analysis methods, driven e.g. by machine learning methods. While these novel approaches provide new insights into neuroimaging data, they often have unexpected properties, generating a growing literature on possible pitfalls. We propose to meet this challenge by adopting a habit of systematic testing of experimental design, analysis procedures, and statistical inference. Specifically, we suggest to apply the analysis method used for experimental data also to aspects of the experimental design, simulated confounds, simulated null data, and control data. We stress the importance of keeping the analysis method the same in main and test analyses, because only this way possible confounds and unexpected properties can be reliably detected and avoided. We describe and discuss this Same Analysis Approach in detail, and demonstrate it in two worked examples using multivariate decoding. With these examples, we reveal two sources of error: A mismatch between counterbalancing (crossover designs) and cross-validation which leads to systematic below-chance accuracies, and linear decoding of a nonlinear effect, a difference in variance.
机译:基于传统的实验设计,建模和统计推论原理的标准神经影像数据分析越来越多地由新颖的分析方法来补充,例如通过机器学习方法。虽然这些新颖的方法为神经影像数据提供了新的见解,但它们通常具有意想不到的特性,从而产生了有关可能存在的陷阱的文献。我们建议通过对实验设计,分析程序和统计推断进行系统测试的习惯来应对这一挑战。具体而言,我们建议将用于实验数据的分析方法也应用于实验设计,模拟混杂,模拟空数据和控制数据的各个方面。我们强调在主要分析和测试分析中保持分析方法相同的重要性,因为只有这样,才能可靠地检测和避免可能的混淆和意外属性。我们将详细描述和讨论这种Same Analysis方法,并在两个使用多元解码的工作示例中对其进行演示。通过这些示例,我们揭示了两个错误源:平衡(交叉设计)和交叉验证之间的不匹配会导致系统的机会不足准确性,以及非线性效应的线性解码(方差)。

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