摘要
本文以FitzHugh-Nagumo神经元耦合而成的环形网络为研究对象,考虑耦合作用中的时滞效应,研究神经元耦合网络的稳定性切换、多种周期振荡、混沌吸引子以及多稳态振荡共存等复杂动力学行为,探讨时滞和耦合作用等因素对于神经元网络运动的影响规律。
引文
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[3]Krupa,M.,Touboul,J.D.Complex oscillations in the delayed Fitz Hugh-Nagumo equation[J].Journal of Nonlinear Science,2016,26(1):43-81.