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Proceeding of International Conference
Yuu Miino, Daisuke Ito, Tetsushi Ueta, Bifurcation analysis of coupled Izhikevich neuron model with an external periodic force, Proc. NOLTA2014, 807-810, Luzern, Sep. 2014.
Abstract: The neuron model is an important when sim- ulating the behavior of the neurons. There are so many models developed (e.g., Fitz-Hugh-Nagumo, Integrated and Fire model, BVP, etc.) and there are also so many studies about these models[1] [5]. Especially, the model developed by Izhikevich[1] is focused recently because it can decrease numerical costs at simulation and express all patterns of burstings. In addition, the nonlinear phenom- ena, e.g. bifurcation phenomena or chaotic attractor, occur at this model since this is nonlinear non-autonomous sys- tem. In this paper, we focus on the nonlinear phenomena of coupled Izhikevich neuron model with external periodic force.

Contact address: ueta @