基于机器学习的皮尔逊和部分相关度量的比较来量化人类大脑的功能连接

N. Chaitra, P. Vijaya
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引用次数: 1

摘要

功能连接提供两个或多个不同时间序列之间的统计关联或依赖关系。功能连通性的量化通常使用皮尔逊相关系数来完成,该系数测量两个不同大脑区域的共同激活程度。但是大脑并不仅仅在成对关系中起作用。大脑的功能是同时建立在几个功能单元之间相互关系的基础上的。部分相关就是考虑这些相互关系的一种度量。它量化了两个不同时间序列之间的相关性,但也消除了其他相关性的混淆。本文在机器学习框架中使用功能磁共振图像比较了这两种测量方法。用这两种方法对对照人群进行了连通性分析和孤独症个体分类。比较了分类精度,得出的结论是,具有统计显著准确性的测量具有更好的预测能力,并且更适合于fMRI功能连接建模。实验发现Pearson相关系数比偏相关系数的分类准确率在2%左右。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Machine Learning Based Comparison of Pearson's and Partial Correlation Measures to Quantify Functional Connectivity in the Human Brain
Functional connectivity gives the statistical association or dependence between two or more distinct time series. Quantification of functional connectivity is normally done using Pearson's correlation coefficient, which measures the degree of co-activation of two different brain regions. But the brain does not function merely on pairwise relations. Brain functioning is based on interrelationships between several functional units simultaneously. Partial correlation is one such measure which considers these interrelationships. It quantifies the correlation between two distinct time series, but also removes the confound of the other correlations. This paper compares these two measures using functional magnetic resonance images in a machine-learning framework. Connectivity analysis and classification of autistic individuals from control population was done using these two measures. Classification accuracies were compared, with the conclusion that the measure which results in statistically significant accuracy has better predictive ability, and is better suited for fMRI functional connectivity modelling. It was experimentally found that Pearson's correlation coefficient gave better classification accuracy of around 2% than partial correlation measure.
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