Zhang Yaoyu, Xiao Yanyang, Zhou Douglas, Cai David
NYUAD Institute, New York University Abu Dhabi, Abu Dhabi, United Arab Emirates.
Courant Institute of Mathematical Sciences and Center for Neural Sciences, New York University, New York, NY, United States.
Front Comput Neurosci. 2017 Nov 8;11:101. doi: 10.3389/fncom.2017.00101. eCollection 2017.
How neurons are connected in the brain to perform computation is a key issue in neuroscience. Recently, the development of calcium imaging and multi-electrode array techniques have greatly enhanced our ability to measure the firing activities of neuronal populations at single cell level. Meanwhile, the intracellular recording technique is able to measure subthreshold voltage dynamics of a neuron. Our work addresses the issue of how to combine these measurements to reveal the underlying network structure. We propose the spike-triggered regression (STR) method, which employs both the voltage trace and firing activity of the neuronal population to reconstruct the underlying synaptic connectivity. Our numerical study of the conductance-based integrate-and-fire neuronal network shows that only short data of 20 ~ 100 s is required for an accurate recovery of network topology as well as the corresponding coupling strength. Our method can yield an accurate reconstruction of a large neuronal network even in the case of dense connectivity and nearly synchronous dynamics, which many other network reconstruction methods cannot successfully handle. In addition, we point out that, for sparse networks, the STR method can infer coupling strength between each pair of neurons with high accuracy in the absence of the global information of all other neurons.
神经元在大脑中如何连接以执行计算是神经科学中的一个关键问题。最近,钙成像和多电极阵列技术的发展极大地增强了我们在单细胞水平上测量神经元群体放电活动的能力。同时,细胞内记录技术能够测量神经元的阈下电压动态。我们的工作解决了如何结合这些测量来揭示潜在网络结构的问题。我们提出了尖峰触发回归(STR)方法,该方法利用神经元群体的电压轨迹和放电活动来重建潜在的突触连接性。我们对基于电导的积分发放神经元网络的数值研究表明,准确恢复网络拓扑结构以及相应的耦合强度仅需要20至100秒的短数据。即使在连接密集和动力学近乎同步的情况下,我们的方法也能对大型神经元网络进行准确重建,而许多其他网络重建方法无法成功处理这种情况。此外,我们指出,对于稀疏网络,STR方法在没有所有其他神经元全局信息的情况下,能够高精度地推断每对神经元之间的耦合强度。