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Dynamic Flux Tubes Form Reservoirs of Stability in Neuronal Circuits

机译:动态磁通管形成神经元电路稳定性的储存器

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摘要

Neurons in cerebral cortical circuits interact by sending and receiving electrical impulses called spikes. The ongoing spiking activity of cortical circuits is fundamental to many cognitive functions including sensory processing, working memory, and decision making. London et al. [Sensitivity to Perturbations In Vivo Implies High Noise and Suggests Rate Coding in Cortex, Nature (London) 466, 123 (2010).] recently argued that even a single additional spike can cause a cascade of extra spikes that rapidly decorrelate the microstate of the network. Here, we show theoretically in a minimal model of cortical neuronal circuits that single-spike perturbations trigger only a very weak rate response. Nevertheless, single-spike perturbations are found to rapidly decorrelate the microstate of the network, although the dynamics is stable with respect to small perturbations. The coexistence of stable and unstable dynamics results from a system of exponentially separating dynamic flux tubes around stable trajectories in the network’s phase space. The radius of these flux tubes appears to decrease algebraically with neuron number N and connectivity K, which implies that the entropy of the circuit’s repertoire of state sequences scales as N lnðKNÞ.
机译:大脑皮层回路中的神经元通过发送和接收称为尖峰的电脉冲进行交互。皮质回路持续的尖峰活动是许多认知功能(包括感觉处理,工作记忆和决策)的基础。伦敦等。 [对体内扰动的敏感性意味着高噪声,并建议在Cortex中进行速率编码,自然(伦敦)466,123(2010)。]最近认为,即使是单个额外的尖峰也可能会导致额外的尖峰级联,从而迅速将去皮的微状态解相关。网络。在这里,我们从理论上显示了皮质神经元回路的最小模型,单峰扰动仅触发非常弱的速率响应。然而,尽管相对于小扰动而言,动力学是稳定的,但是发现单尖峰扰动会迅速使网络的微状态去相关。稳定动力学和不稳定动力学的并存是由于在网络相空间中,围绕稳定轨迹的动态磁通管按指数方式分开的系统。这些通量管的半径似乎随着神经元数N和连通性K的代数而减小,这意味着电路的状态序列组的熵的尺度为NlnðKNÞ。

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    Monteforte, M.; Wolf, F.;

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  • 年度 2012
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  • 正文语种 eng
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