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具有抑制性突触的电耦合神经元的动力学

On the dynamics of electrically-coupled neurons with inhibitory synapses.

作者信息

Gao Juan, Holmes Philip

机构信息

Department of Mechanical and Aerospace Engineering, Princeton University, Princeton, NJ 08544, USA.

出版信息

J Comput Neurosci. 2007 Feb;22(1):39-61. doi: 10.1007/s10827-006-9676-3. Epub 2006 Sep 19.

DOI:10.1007/s10827-006-9676-3
PMID:16998640
Abstract

We study the dynamics and bifurcations of noise-free neurons coupled by gap junctions and inhibitory synapses, using both delayed delta functions and alpha functions to model the latter. We focus on the case of two cells, as in the studies of Chow and Kopell (2000) and Lewis and Rinzel (2003), but also show that stable asynchronous splay states exist for globally coupled networks of N cells dominated by subthreshold electrical coupling. Our results agree with those of Lewis and Rinzel (2003) in the weak coupling range, but our Poincaré map analysis yields more information about global behavior and domains of attraction, and we show that the explicit discontinuous maps derived using delayed delta functions compare well with the continuous history-dependent, implicitly-defined maps derived from alpha functions. We find that increased bias currents, super-threshold electrical coupling and synaptic delays promote synchrony, while sub-threshold electrical coupling and fast synapses promote asynchrony. We compare our analytical results with simulations of an ionic current model of spiking cells, and briefly discuss implications for stimulus response modes of locus coeruleus and for central pattern generators.

摘要

我们研究了通过缝隙连接和抑制性突触耦合的无噪声神经元的动力学和分岔,使用延迟δ函数和α函数对后者进行建模。如同Chow和Kopell(2000年)以及Lewis和Rinzel(2003年)的研究那样,我们重点关注两个细胞的情况,但同时也表明,对于由亚阈值电耦合主导的N个细胞的全局耦合网络,稳定的异步展开状态是存在的。在弱耦合范围内,我们的结果与Lewis和Rinzel(2003年)的结果一致,但我们的庞加莱映射分析产生了更多关于全局行为和吸引域的信息,并且我们表明,使用延迟δ函数导出的显式不连续映射与从α函数导出的连续历史依赖的隐式定义映射相比效果良好。我们发现,增加偏置电流、超阈值电耦合和突触延迟会促进同步,而亚阈值电耦合和快速突触会促进异步。我们将我们的分析结果与尖峰细胞离子电流模型的模拟进行了比较,并简要讨论了对蓝斑刺激反应模式和中枢模式发生器的影响。

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Locus Ceruleus Norepinephrine Release: A Central Regulator of CNS Spatio-Temporal Activation?蓝斑去甲肾上腺素释放:中枢神经系统时空激活的核心调节因子?
Front Synaptic Neurosci. 2016 Aug 26;8:25. doi: 10.3389/fnsyn.2016.00025. eCollection 2016.
2
Effect of phase response curve skewness on synchronization of electrically coupled neuronal oscillators.相位反应曲线偏度对电耦合神经元振荡器同步的影响。
Neural Comput. 2013 Oct;25(10):2545-610. doi: 10.1162/NECO_a_00488. Epub 2013 Jun 18.
3
Temporal information coding properties of a network of inhibitory interneurons.

本文引用的文献

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Electrical coupling induces bistability of rhythms in networks of inhibitory spiking neurons.电耦合在抑制性脉冲发放神经元网络中诱导节律的双稳性。
Eur J Neurosci. 2005 Nov;22(10):2661-8. doi: 10.1111/j.1460-9568.2005.04405.x.
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An integrative theory of locus coeruleus-norepinephrine function: adaptive gain and optimal performance.蓝斑-去甲肾上腺素功能的整合理论:适应性增益与最佳表现。
Annu Rev Neurosci. 2005;28:403-50. doi: 10.1146/annurev.neuro.28.061604.135709.
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Bistable network behavior of layer I interneurons in auditory cortex.
抑制性中间神经元网络的时间信息编码特性
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Inferring connection proximity in networks of electrically coupled cells by subthreshold frequency response analysis.
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听觉皮层I层中间神经元的双稳态网络行为
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The combined effects of inhibitory and electrical synapses in synchrony.抑制性突触和电突触同步的联合效应。
Neural Comput. 2005 Mar;17(3):633-70. doi: 10.1162/0899766053019917.
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Phasic activation of monkey locus ceruleus neurons by simple decisions in a forced-choice task.在强制选择任务中,简单决策对猴子蓝斑核神经元的阶段性激活。
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Chemical and electrical synapses perform complementary roles in the synchronization of interneuronal networks.化学突触和电突触在中间神经元网络的同步中发挥着互补作用。
Proc Natl Acad Sci U S A. 2004 Oct 26;101(43):15482-7. doi: 10.1073/pnas.0406343101. Epub 2004 Oct 15.
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The influence of spike rate and stimulus duration on noradrenergic neurons.放电频率和刺激持续时间对去甲肾上腺素能神经元的影响。
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Short duty cycle destabilizes a half-center oscillator, but gap junctions can restabilize the anti-phase pattern.短占空比会破坏半中心振荡器的稳定性,但间隙连接可以重新稳定反相模式。
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Electrical synapses and synchrony: the role of intrinsic currents.电突触与同步性:内在电流的作用
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Dynamics of spiking neurons connected by both inhibitory and electrical coupling.通过抑制性和电耦合连接的脉冲神经元的动力学。
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