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Multiple Subject Barycentric Discriminant Analysis (MUSUBADA): How to Assign Scans to Categories without Using Spatial Normalization

机译:多主题重心判别分析(MUSUBADA):如何在不使用空间归一化的情况下将扫描分配给类别

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摘要

We present a new discriminant analysis (DA) method called Multiple Subject Barycentric Discriminant Analysis (MUSUBADA) suited for analyzing fMRI data because it handles datasets with multiple participants that each provides different number of variables (i.e., voxels) that are themselves grouped into regions of interest (ROIs). Like DA, MUSUBADA (1) assigns observations to predefined categories, (2) gives factorial maps displaying observations and categories, and (3) optimally assigns observations to categories. MUSUBADA handles cases with more variables than observations and can project portions of the data table (e.g., subtables, which can represent participants or ROIs) on the factorial maps. Therefore MUSUBADA can analyze datasets with different voxel numbers per participant and, so does not require spatial normalization. MUSUBADA statistical inferences are implemented with cross-validation techniques (e.g., jackknife and bootstrap), its performance is evaluated with confusion matrices (for fixed and random models) and represented with prediction, tolerance, and confidence intervals. We present an example where we predict the image categories (houses, shoes, chairs, and human, monkey, dog, faces,) of images watched by participants whose brains were scanned. This example corresponds to a DA question in which the data table is made of subtables (one per subject) and with more variables than observations.
机译:我们介绍了一种称为多主题重心判别分析(MUSUBADA)的新判别分析(DA)方法,该方法适用于分析fMRI数据,因为它处理具有多个参与者的数据集,每个参与者各自提供不同数量的变量(即,体素),这些变量本身分为以下几个区域兴趣(ROI)。像DA一样,MUSUBADA(1)将观测值分配给预定义的类别,(2)给出显示观测值和类别的阶乘图,(3)最佳地将观测值分配给类别。 MUSUBADA处理的变量多于观察的变量,并且可以在阶乘图上投影数据表的某些部分(例如子表,可以代表参与者或ROI)。因此,MUSUBADA可以分析每个参与者具有不同体素编号的数据集,因此不需要空间归一化。 MUSUBADA统计推断是通过交叉验证技术(例如,折刀和自举)实现的,其性能是通过混淆矩阵(针对固定和随机模型)进行评估的,并以预测,容差和置信区间表示。我们提供了一个示例,其中我们预测了被扫描大脑的参与者观看的图像的图像类别(房屋,鞋子,椅子和人,猴子,狗,面部)。此示例对应于一个DA问题,其中数据表由子表(每个主题一个)组成,并且变量多于观察值。

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