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What Do Differences Between Multi-voxel and Univariate Analysis Mean? How Subject- Voxel- and Trial-level Variance Impact fMRI Analysis

机译:多体素分析和单变量分析之间的区别是什么意思?受试者体素和试验级方差如何影响fMRI分析

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摘要

Multi-voxel pattern analysis (MVPA) has led to major changes in how fMRI data are analyzed and interpreted. Many studies now report both MVPA results and results from standard univariate voxel-wise analysis, often with the goal of drawing different conclusions from each. Because MVPA results can be sensitive to latent multidimensional representations and processes whereas univariate voxel-wise analysis cannot, one conclusion that is often drawn when MVPA and univariate results differ is that the activation patterns underlying MVPA results contain a multidimensional code. In the current study, we conducted simulations to formally test this assumption. Our findings reveal that MVPA tests are sensitive to the magnitude of voxel-level variability in the effect of a condition within subjects, even when the same linear relationship is coded in all voxels. We also find that MVPA is insensitive to subject-level variability in mean activation across an ROI, which is the primary variance component of interest in many standard univariate tests. Together, these results illustrate that differences between MVPA and univariate tests do not afford conclusions about the nature or dimensionality of the neural code. Instead, targeted tests of the informational content and/or dimensionality of activation patterns are critical for drawing strong conclusions about the representational codes that are indicated by significant MVPA results.
机译:多体素模式分析(MVPA)已导致分析和解释fMRI数据的方式发生了重大变化。现在,许多研究都报告了MVPA结果和标准单变量体素明智分析的结果,通常目的是从每个得出不同的结论。由于MVPA结果可能对潜在的多维表示形式和过程敏感,而单变量体素分析则不敏感,因此,当MVPA和单变量结果不同时,经常得出的一个结论是,MVPA结果所基于的激活模式包含多维代码。在当前的研究中,我们进行了模拟以正式检验该假设。我们的发现表明,即使在所有体素中都编码了相同的线性关系,MVPA测试也对受试者体内某种状况的影响对体素水平变异性的大小敏感。我们还发现MVPA在ROI的平均激活中对受试者水平的变异不敏感,这是许多标准单变量测试中关注的主要变异成分。总之,这些结果说明MVPA和单变量测试之间的差异无法得出有关神经代码的性质或维数的结论。取而代之的是,对激活模式的信息内容和/或维度进行有针对性的测试对于得出关于由显着MVPA结果指示的表示代码的强有力结论至关重要。

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