学习具有不同因果效应的额叶层次结构

Kurt Butler , Duncan Cleveland , Charles B. Mikell , Sima Mofakham , Yuri B. Saalmann , Petar M. Djurić
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引用次数: 0

摘要

在这篇视频文章中,我们讨论了一种数据驱动的大脑连接学习方法,该方法与论文《学习额叶分层组织的一种方法》(An approach to learning the hierarchical organization of the frontal lobe)配套。大脑连接的层次模型有助于理解大脑如何处理感官信息、做出决策和执行其他高级任务。尽管进行了广泛的研究,但了解前额叶皮层(PFC)的结构仍然是一个重要的挑战。在这项研究中,我们提出了一种基于高斯过程和因果强度数学的方法来研究大脑信号并揭示潜在神经回路的特征。为了发现因果关系,我们提出了一种称为双平均微分因果效应的度量方法,它是最近提出的微分因果效应的一种变体,可用作时间序列之间因果强度的原则性度量。我们将这一方法应用于额叶局部场电位数据的研究,目的是寻找大脑内侧和外侧 PFC 区域之间的因果关系。我们的结果表明,内侧 PFC 对外侧 PFC 有因果影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Learning the hierarchical organization of the frontal lobe with differential causal effects

In this video article, accompanying the paper “An approach to learning the hierarchical organization of the frontal lobe”, we discuss a data driven approach to learning brain connectivity. Hierarchical models of brain connectivity are useful to understand how the brain can process sensory information, make decisions, and perform other high-level tasks. Despite extensive research, understanding the structure of the prefrontal cortex (PFC) remains a crucial challenge. In this work, we propose an approach to studying brain signals and uncovering characteristics of the underlying neural circuity, based on the mathematics of Gaussian processes and causal strengths. For discovering causations, we propose a metric referred to as double-averaged differential causal effect, which is a variant of the recently proposed differential causal effect, and it can be used as a principled measure of the causal strength between time series. We applied this methodology to study local field potential data from the frontal lobe, where the interest was in finding the causal relationship between the medial and lateral PFC areas of the brain. Our results suggest that the medial PFC causally influences the lateral PFC.

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