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首页> 外文期刊>Journal of Neuroscience Methods >Adaptive cyclic physiologic noise modeling and correction in functional MRI.
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Adaptive cyclic physiologic noise modeling and correction in functional MRI.

机译:功能性MRI中的自适应循环生理噪声建模和校正。

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Physiologic noise in BOLD-weighted MRI data is known to be a significant source of the variance, reducing the statistical power and specificity in fMRI and functional connectivity analyses. We show a dramatic improvement on current noise correction methods in both fMRI and fcMRI data that avoids overfitting. The traditional noise model is a Fourier series expansion superimposed on the periodicity of parallel measured breathing and cardiac cycles. Correction using this model results in removal of variance matching the periodicity of the physiologic cycles. Using this framework allows easy modeling of noise. However, using a large number of regressors comes at the cost of removing variance unrelated to physiologic noise, such as variance due to the signal of functional interest (overfitting the data). It is our hypothesis that there are a small variety of fits that describe all of the significantly coupled physiologic noise. If this is true, we can replace a large number of regressors used in the model with a smaller number of the fitted regressors and thereby account for the noise sources with a smaller reduction in variance of interest. We describe these extensions and demonstrate that we can preserve variance in the data unrelated to physiologic noise while removing physiologic noise equivalently, resulting in data with a higher effective SNR than with current corrections techniques. Our results demonstrate a significant improvement in the sensitivity of fMRI (up to a 17% increase in activation volume for fMRI compared with higher order traditional noise correction) and functional connectivity analyses.
机译:已知BOLD加权MRI数据中的生理噪声是方差的重要来源,从而降低了fMRI和功能连接性分析的统计能力和特异性。我们在fMRI和fcMRI数据中显示了当前噪声校正方法的显着改进,可避免过拟合。传统的噪声模型是傅立叶级数展开,叠加在平行测量的呼吸和心动周期的周期性上。使用该模型进行校正可以消除与生理周期的周期性相匹配的方差。使用此框架可以轻松对噪声建模。但是,使用大量回归变量会以消除与生理噪声无关的方差为代价,例如由于功能相关信号(数据过拟合)而引起的方差。我们的假设是,描述所有显着耦合的生理噪声的拟合程度很小。如果是这样,我们可以用较少数量的拟合回归变量替换模型中使用的大量回归变量,从而以较小的关注方差来解决噪声源。我们描述了这些扩展,并证明了我们可以在与生理噪声无关的数据中保留差异,同时等效地消除生理噪声,从而导致数据的SNR高于当前的校正技术。我们的结果表明,功能磁共振成像的灵敏度有了显着提高(与高阶传统噪声校正相比,功能磁共振成像的激活量增加了17%)和功能连通性分析。

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