可塑性如何塑造由振荡和随机输入驱动的神经元集合的形成。

IF 1.5 4区 医学 Q3 MATHEMATICAL & COMPUTATIONAL BIOLOGY
Federico Devalle, Alex Roxin
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引用次数: 0

摘要

神经元回路中的突触连接是由突触前和突触后尖峰活动调节的。先前的理论工作研究了当放电速率恒定或随时间缓慢变化时,这种Hebbian可塑性规则如何塑造网络连接。然而,通过感觉输入或内在脑机制产生的振荡和波动在神经元回路中无处不在。在这里,我们研究了振荡和波动输入如何在给定的时间不对称塑性规则下形成循环网络连接。我们使用时间尺度分离方法对神经元对进行分析,然后表明分析可以扩展到理解大型网络中的结构。在振荡输入的情况下,得到的网络结构受到驱动到不同神经元之间的相位关系的强烈影响。在大型网络中,分布式阶段往往导致分层聚类。对随机输入的分析揭示了一个丰富的相平面,其中不同可能的连通性基元之间存在多稳定性。我们的研究结果可能有助于理解感官驱动的输入对突触可塑性的影响,从而对学习和记忆的影响。感官驱动的输入本质上是时变的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
How plasticity shapes the formation of neuronal assemblies driven by oscillatory and stochastic inputs.

Synaptic connections in neuronal circuits are modulated by pre- and post-synaptic spiking activity. Previous theoretical work has studied how such Hebbian plasticity rules shape network connectivity when firing rates are constant, or slowly varying in time. However, oscillations and fluctuations, which can arise through sensory inputs or intrinsic brain mechanisms, are ubiquitous in neuronal circuits. Here we study how oscillatory and fluctuating inputs shape recurrent network connectivity given a temporally asymmetric plasticity rule. We do this analytically using a separation of time scales approach for pairs of neurons, and then show that the analysis can be extended to understand the structure in large networks. In the case of oscillatory inputs, the resulting network structure is strongly affected by the phase relationship between drive to different neurons. In large networks, distributed phases tend to lead to hierarchical clustering. The analysis for stochastic inputs reveals a rich phase plane in which there is multistability between different possible connectivity motifs. Our results may be of relevance for understanding the effect of sensory-driven inputs, which are by nature time-varying, on synaptic plasticity, and hence on learning and memory.

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来源期刊
CiteScore
2.00
自引率
8.30%
发文量
32
审稿时长
3 months
期刊介绍: The Journal of Computational Neuroscience provides a forum for papers that fit the interface between computational and experimental work in the neurosciences. The Journal of Computational Neuroscience publishes full length original papers, rapid communications and review articles describing theoretical and experimental work relevant to computations in the brain and nervous system. Papers that combine theoretical and experimental work are especially encouraged. Primarily theoretical papers should deal with issues of obvious relevance to biological nervous systems. Experimental papers should have implications for the computational function of the nervous system, and may report results using any of a variety of approaches including anatomy, electrophysiology, biophysics, imaging, and molecular biology. Papers investigating the physiological mechanisms underlying pathologies of the nervous system, or papers that report novel technologies of interest to researchers in computational neuroscience, including advances in neural data analysis methods yielding insights into the function of the nervous system, are also welcomed (in this case, methodological papers should include an application of the new method, exemplifying the insights that it yields).It is anticipated that all levels of analysis from cognitive to cellular will be represented in the Journal of Computational Neuroscience.
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