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Addressing the 'problem' of temporal correlations in MVPA analysis

机译:解决MVPA分析中时间相关性的“问题”

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The use of multivariate pattern analysis (MVPA) has grown substantially over the past few years. Many studies using MVPA estimate the response of individual trial activity and perform hypothesis testing using a non-parametric approach. Here we show that the default auto regression model of order 1 used for temporal whitening of BOLD data is problematic in that it leads to biased permutation tests. We show that the correlation of activity estimates across trials can cause extreme bias in non-parametric hypothesis testing so that the proportion of type I or type II errors are inflated. Crucially for MVPA, this inflation increases with sphere size. The error magnitude is such that in our data set, strong univariate effects are completely missed. By whitening the data with a more general auto regression (AR) model, one can correct the bias in permutation testing for better signal detection. Applying higher order AR models is already implemented in many neuroimaging software packages as a non-default option. The use of more aggressive temporal whitening may also prove crucial for valid MVPA inference in fast event related designs.
机译:在过去的几年中,多元模式分析(MVPA)的使用已大大增加。许多使用MVPA的研究估计了单个试验活动的响应,并使用非参数方法进行了假设检验。在这里,我们显示了用于BOLD数据的时间白化的1阶默认自动回归模型存在问题,因为它会导致有偏差的置换测试。我们表明,跨试验的活动估计之间的相关性可能会在非参数假设检验中引起极大的偏差,从而使I型或II型错误的比例被夸大。对于MVPA而言,至关重要的是,这种膨胀随球体尺寸而增加。误差幅度使得在我们的数据集中,完全遗漏了强大的单变量效应。通过使用更通用的自回归(AR)模型对数据进行白化处理,可以纠正置换测试中的偏差,从而更好地进行信号检测。作为许多非默认选项,已经在许多神经影像软件包中实现了应用高阶AR模型。在快速事件相关的设计中,更积极的时间白化的使用对于有效的MVPA推断也可能至关重要。

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