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Resting-State Whole-Brain Functional Connectivity Networks for MCI Classification Using L2-Regularized Logistic Regression

机译:使用L2正则Logistic回归进行MCI分类的静止状态全脑功能连接网络

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Mild cognitive impairment (MCI) has been considered as a transition phase to Alzheimer's disease (AD), and the diagnosis of MCI may help patients to carry out appropriate treatments to delay or even prevent AD. Recent advanced network analysis techniques utilizing resting-state functional Magnetic Resonance Imaging (rs-fMRI) has been widely used to get more comprehensive understanding of neurological disorders at a whole-brain connectivity level. However, how to explore effective brain functional connectivity from fMRI data is still a challenge especially when the ultimate goal is to train classifiers for discriminating patients effectively. In our research, we studied the functional connectivity of the whole brain by calculating Pearson's correlation coefficients based on rs-fMRI data, and proposed a set of novel features by applying Two Sample T-Test on the correlation coefficients matrix to identify the most discriminative correlation coefficients. We trained a L2-regularized Logistic Regression classifier based on the five novel features for the first time and evaluated the classification performance via leave-one-out cross validation. We also iterated 10-fold cross validation ten times in order to evaluate the statistical significance of our method. The experiment result demonstrates that classification accuracy and the area under receiver operating characteristic (ROC) curve in our method are 87.5% and 0.929 respectively, and the statistical results prove that our method is statistically significant better than other three algorithms, which means our method could be meaningful to assist physicians efficiently in “real-world” diagnostic situations.
机译:轻度认知障碍(MCI)被认为是阿尔茨海默氏病(AD)的过渡阶段,MCI的诊断可能有助于患者进行适当的治疗以延迟甚至预防AD。利用静止状态功能磁共振成像(rs-fMRI)的最新高级网络分析技术已被广泛用于在全脑连接级别上更全面地了解神经系统疾病。但是,如何从功能磁共振成像数据探索有效的脑功能连通性仍然是一个挑战,特别是当最终目标是训练分类器以有效区分患者时。在我们的研究中,我们通过基于rs-fMRI数据计算Pearson相关系数,研究了整个大脑的功能连通性,并通过在相关系数矩阵上应用两次样本T检验来识别最有区别的相关性,从而提出了一组新颖的功能系数。我们首次基于这五个新功能训练了L2正则化Logistic回归分类器,并通过留一法交叉验证评估了分类性能。我们还反复进行了十次交叉验证十次,以评估我们方法的统计学意义。实验结果表明,该方法的分类精度和接收器工作特征曲线下面积分别为87.5%和0.929,统计结果表明,该方法在统计学上优于其他三种算法,这意味着该方法可以在“现实”诊断情况下有效地协助医生的意义。

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