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使用广义线性模型评估具有置信度的跨频耦合。

Assessment of cross-frequency coupling with confidence using generalized linear models.

机构信息

Department of Mathematics and Statistics, Boston University, 111 Cummington Mall, Boston, MA 02215, United States.

出版信息

J Neurosci Methods. 2013 Oct 30;220(1):64-74. doi: 10.1016/j.jneumeth.2013.08.006. Epub 2013 Sep 3.

Abstract

BACKGROUND

Brain voltage activity displays distinct neuronal rhythms spanning a wide frequency range. How rhythms of different frequency interact - and the function of these interactions - remains an active area of research. Many methods have been proposed to assess the interactions between different frequency rhythms, in particular measures that characterize the relationship between the phase of a low frequency rhythm and the amplitude envelope of a high frequency rhythm. However, an optimal analysis method to assess this cross-frequency coupling (CFC) does not yet exist.

NEW METHOD

Here we describe a new procedure to assess CFC that utilizes the generalized linear modeling (GLM) framework.

RESULTS

We illustrate the utility of this procedure in three synthetic examples. The proposed GLM-CFC procedure allows a rapid and principled assessment of CFC with confidence bounds, scales with the intensity of the CFC, and accurately detects biphasic coupling.

COMPARISON WITH EXISTING METHODS

Compared to existing methods, the proposed GLM-CFC procedure is easily interpretable, possesses confidence intervals that are easy and efficient to compute, and accurately detects biphasic coupling.

CONCLUSIONS

The GLM-CFC statistic provides a method for accurate and statistically rigorous assessment of CFC.

摘要

背景

大脑电压活动显示出跨越广泛频率范围的独特神经元节律。不同频率的节律如何相互作用——以及这些相互作用的功能——仍然是一个活跃的研究领域。已经提出了许多方法来评估不同频率节律之间的相互作用,特别是那些表征低频节律相位与高频节律幅度包络之间关系的度量。然而,评估这种交叉频率耦合(CFC)的最佳分析方法尚不存在。

新方法

在这里,我们描述了一种利用广义线性模型(GLM)框架评估 CFC 的新方法。

结果

我们在三个合成示例中说明了该程序的实用性。所提出的 GLM-CFC 程序允许快速、有原则地评估 CFC,并具有置信区间、与 CFC 的强度相匹配,并且能够准确检测双相耦合。

与现有方法的比较

与现有方法相比,所提出的 GLM-CFC 程序易于解释,具有易于计算的置信区间,并且能够准确检测双相耦合。

结论

GLM-CFC 统计量为准确和统计学上严格的 CFC 评估提供了一种方法。

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