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Dynamical analysis of Parkinsonian state emulated by hybrid Izhikevich neuron models

机译:混合Izhikevich神经元模型模拟帕金森状态的动力学分析

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Computational models play a significant role in exploring novel theories to complement the findings of physiological experiments. Various computational models have been developed to reveal the mechanisms underlying brain functions. Particularly, in the development of therapies to modulate behavioral and pathological abnormalities, computational models provide the basic foundations to exhibit transitions between physiological and pathological conditions. Considering the significant roles of the intrinsic properties of the globus pallidus and the coupling connections between neurons in determining the firing patterns and the dynamical activities of the basal ganglia neuronal network, we propose a hypothesis that pathological behaviors under the Parkinsonian state may originate from combined effects of intrinsic properties of globus pallidus neurons and synaptic conductances in the whole neuronal network. In order to establish a computational efficient network model, hybrid Izhikevich neuron model is used due to its capacity of capturing the dynamical characteristics of the biological neuronal activities. Detailed analysis of the individual Izhikevich neuron model can assist in understanding the roles of model parameters, which then facilitates the establishment of the basal ganglia-thalamic network model, and contributes to a further exploration of the underlying mechanisms of the Parkinsonian state. Simulation results show that the hybrid Izhikevich neuron model is capable of capturing many of the dynamical properties of the basal ganglia-thalamic neuronal network, such as variations of the firing rates and emergence of synchronous oscillations under the Parkinsonian condition, despite the simplicity of the two-dimensional neuronal model. It may suggest that the computational efficient hybrid Izhikevich neuron model can be used to explore basal ganglia normal and abnormal functions. Especially it provides an efficient way of emulating the large-scale neuron network and potentially contributes to development of improved therapy for neurological disorders such as Parkinson's disease. (C) 2015 Elsevier B.V. All rights reserved.
机译:计算模型在探索新理论以补充生理学实验结果方面起着重要作用。已经开发出各种计算模型来揭示脑功能的机制。特别地,在调节行为和病理异常的疗法的发展中,计算模型提供了展现生理和病理状况之间的转变的基本基础。考虑到苍白球的内在特性和神经元之间的耦合连接在确定基底神经节神经元网络的放电模式和动力学活动中的重要作用,我们提出了一个假设,即帕金森病状态下的病理学行为可能源自联合效应苍白球神经元的内在特性和整个神经元网络中突触电导的变化。为了建立有效的计算网络模型,使用混合的Izhikevich神经元模型,因为它具有捕获生物神经元活动的动态特征的能力。对单个Izhikevich神经元模型的详细分析可以帮助理解模型参数的作用,从而有助于基础神经节-丘脑网络模型的建立,并有助于进一步探索帕金森状态的潜在机制。仿真结果表明,尽管两者简单,但混合的Izhikevich神经元模型能够捕获基底神经节-丘脑神经元网络的许多动力学特性,例如发射速率的变化和帕金森病条件下同步振荡的出现。维神经元模型。这可能表明计算有效的混合伊热克维奇神经元模型可用于探索基底神经节的正常和异常功能。尤其是,它提供了一种模拟大规模神经元网络的有效方法,并可能有助于开发针对神经系统疾病(如帕金森氏病)的改良疗法。 (C)2015 Elsevier B.V.保留所有权利。

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