Xu Zishen, Zhou Xinyu, Xu Yiqi, Wu Wei
Department of Statistics, Florida State University, 117 N Woodward Ave., Tallahassee, FL 32306-4330, USA.
J Neurosci Methods. 2022 Feb 1;367:109436. doi: 10.1016/j.jneumeth.2021.109436. Epub 2021 Dec 7.
The temporal precision in neural spike train data is critically important for understanding functional mechanism in the nervous systems. However, the timing variability of spiking activity can be highly nonlinear in practical observations due to behavioral variability or unobserved/unobservable cognitive states.
In this study, we propose to adopt a powerful nonlinear method, referred to as the Fisher-Rao Registration (FRR), to remove such nonlinear phase variability in discrete neuronal spike trains. We also develop a smoothing procedure on the discrete spike train data in order to use the FRR framework.
We systematically compare the FRR with the state-of-the-art linear and nonlinear methods in terms of model efficiency and effectiveness.
We show that the FRR has superior performance and the advantages are well illustrated with simulation and real experimental data.
It is found the FRR framework provides more appropriate alignment performance to understand the temporal variability in neuronal spike trains.
神经脉冲序列数据中的时间精度对于理解神经系统的功能机制至关重要。然而,由于行为变异性或未观察到/不可观察的认知状态,在实际观测中,脉冲活动的时间变异性可能具有高度非线性。
在本研究中,我们建议采用一种强大的非线性方法,即费希尔-拉奥配准(FRR),以消除离散神经元脉冲序列中的这种非线性相位变异性。我们还针对离散脉冲序列数据开发了一种平滑程序,以便使用FRR框架。
我们在模型效率和有效性方面系统地将FRR与最先进的线性和非线性方法进行比较。
我们表明FRR具有卓越的性能,并且通过模拟和实际实验数据很好地说明了这些优势。
发现FRR框架为理解神经元脉冲序列中的时间变异性提供了更合适的对齐性能。