论文标题
fizhugh-Rinzel模型和非均匀振荡反应 - 散布系统中的非琐碎动力学
Non trivial dynamics in the FizHugh-Rinzel model and non-homogeneous oscillatory-excitable reaction-diffusions systems
论文作者
论文摘要
在本文中，我们讨论了3维FITZHUGH-RINZEL（FHR）模型的动力学和一类非均匀的Fitzhugh-Nagumo（NH-FHN）反应扩散系统的动力学。 NH-FHN模型可用于在神经科学环境中生成相关的波传播现象。这可以在诸如大麻级，混合模式振荡和HOPF-BIFCACTIANS等复杂动力学上局部升高，其中一些可以在FHR模型中观察到。
In this article, we discuss the dynamics of the 3-dimensional FitzHugh-Rinzel (FHR) model and a class of non-homogeneous FitzHugh-Nagumo (Nh-FHN) Reaction-Diffusion systems. The Nh-FHN models can be used to generate relevant wave propagation phenomena in Neuroscience context. This gives raise locally to complex dynamics such as canards, Mixed Mode Oscillations, Hopf-Bifurcations some of which can be observed in the FHR model.
