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解耦放电频率和尖峰爆发在 STN-GPeβ频段震荡中的作用。

Uncoupling the roles of firing rates and spike bursts in shaping the STN-GPe beta band oscillations.

机构信息

Aix Marseille University, Institute for Systems Neuroscience, Marseille, France.

Ongil Pvt Ltd, Singapore.

出版信息

PLoS Comput Biol. 2020 Mar 30;16(3):e1007748. doi: 10.1371/journal.pcbi.1007748. eCollection 2020 Mar.

Abstract

The excess of 15-30 Hz (β-band) oscillations in the basal ganglia is one of the key signatures of Parkinson's disease (PD). The STN-GPe network is integral to generation and modulation of β band oscillations in basal ganglia. However, the role of changes in the firing rates and spike bursting of STN and GPe neurons in shaping these oscillations has remained unclear. In order to uncouple their effects, we studied the dynamics of STN-GPe network using numerical simulations. In particular, we used a neuron model, in which firing rates and spike bursting can be independently controlled. Using this model, we found that while STN firing rate is predictive of oscillations, GPe firing rate is not. The effect of spike bursting in STN and GPe neurons was state-dependent. That is, only when the network was operating in a state close to the border of oscillatory and non-oscillatory regimes, spike bursting had a qualitative effect on the β band oscillations. In these network states, an increase in GPe bursting enhanced the oscillations whereas an equivalent proportion of spike bursting in STN suppressed the oscillations. These results provide new insights into the mechanisms underlying the transient β bursts and how duration and power of β band oscillations may be controlled by an interplay of GPe and STN firing rates and spike bursts.

摘要

基底神经节中 15-30 Hz(β 频段)的活动过度是帕金森病(PD)的关键特征之一。STN-GPe 网络是基底神经节中 β 频段振荡产生和调制的重要组成部分。然而,STN 和 GPe 神经元的放电率和爆发性放电在这些振荡中的变化的作用仍不清楚。为了分离它们的影响,我们使用数值模拟研究了 STN-GPe 网络的动力学。具体来说,我们使用了一种神经元模型,其中可以独立控制放电率和爆发性放电。使用这个模型,我们发现虽然 STN 的放电率可以预测振荡,但 GPe 的放电率却不能。STN 和 GPe 神经元中爆发性放电的影响是状态依赖性的。也就是说,只有当网络处于接近振荡和非振荡状态边界的状态时,爆发性放电才会对 β 频段振荡产生定性影响。在这些网络状态下,GPe 爆发性放电的增加增强了振荡,而 STN 爆发性放电的等效比例则抑制了振荡。这些结果为理解瞬态 β 爆发的机制以及 β 频段振荡的持续时间和功率如何通过 GPe 和 STN 放电率和爆发性放电的相互作用来控制提供了新的见解。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/de81/7145269/0777ee0986da/pcbi.1007748.g001.jpg

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