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The Dynamical Properties of a Class of Discrete Smith Diffusion Model
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作者 Yu-Ming Yan Min-Hong Yang +2 位作者 Ying Lin Lu-Di Chen Xiao-Liang Zhou 《International Journal of Modern Nonlinear Theory and Application》 2024年第1期1-10,共10页
In this paper, the dynamical properties of Smith type diffusion model with Dirichlet boundary conditions are studied. The properties of hyperbolic fixed points and non-hyperbolic fixed points of the model are analyzed... In this paper, the dynamical properties of Smith type diffusion model with Dirichlet boundary conditions are studied. The properties of hyperbolic fixed points and non-hyperbolic fixed points of the model are analyzed. By using the central manifold theorem, the bifurcation phenomenon of the model is studied. The results show that flip, transcritical, pitchfork and Fold-flip bifurcations exist at non-hyperbolic fixed points. 展开更多
关键词 hyperbolicfixed point Non-Hyperbolic Fixed point Central Manifold Theorem BIFURCATION
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