【摘要】 用非线性动态系统的观点看待神经元的静息和周期放电现象 .通过对神经元简化数学模型的理论分析 ,将神经元的静息态对应模型的稳定平衡态 .神经元的神经可激活性对应模型参数处于分岔点附近 ,神经元的周期放电态对应模型在第 1次 Hopf分岔之后出现的极限环稳态 ,用模型的二次 Hopf分岔后极限环消失及稳定的不动点重新出现说明神经过程中发生的过强抑制现象 .更多还原

【Abstract】 The theory of nonlinear dynamical system was used to describe the phenomenon of neural rest and spikes. It is shown that the quiescent state of neuron is mathematically equivalent to a stable spiral, the neural excitability is referred to a state near bifurcation, and the periodic spike is equivalent to a stable limit cycle in the Hopf bifurcation. Similarly, the phenomenon of restrain after too strong an excitation corresponds to the second Hopf bifurcation.更多还原