当前课程知识点:Nonlinear Dynamical System and Application > Chapter 0 Introduction > The final test > Henon map
返回《Nonlinear Dynamical System and Application》慕课在线视频课程列表
Can you consider the fractal dimension of Henon map?
Can you plot the fine fractal structure of Henon map?
返回《Nonlinear Dynamical System and Application》慕课在线视频列表
-1.2 Linearization
-1.3 Phase space
-2.1 Lyapunov stability
-2.2 Lyapunov function 1
-2.3 Lyapunov function 2
-3.1 Saddle-node bifurcation 1
-3.2 Saddle-node bifurcation 2
-3.3 Trancritical bifurcation 1
-3.4 Transcritical bifurcation 2
-3.5 Pitchfork bifurcation 1
-3.6 Pitchfork bifurcation 2
-3.7 Hopf bifurcation 1
-3.8 Hopf bifurcation 2
-4.1 Center manifold theory 1
-4.2 Center manifold theory 2
-4.3 Center manifold theory 3
-4.4 Center manifold theory 4
-4.5 Center manifold theory 5
-4.6 Center manifold theory 6
-5.1 Normal form 1
-5.2 Normal form 2
-5.3 Normal form 3
-5.4 Normal form 4
-6.1 Melnikov method 1
-6.2 Melnikov method 2
-6.3 Melnikov method 3
-6.4 Melnikov method 4
-6.5 Melnikov method 5
-6.6 Melnikov method 6
-7.1 Li-Yorke theorem 1
-7.2 Li-Yorke theorem 2
-7.3 Li-Yorke theorem 3
-7.4 Li-Yorke theorem 4
-7.5 Li-Yorke theorem 5
-7.6 Li-Yorke theorem 6
-8.1 Marotto theorem 1
-8.2 Marotto theorem 2
-9.1 Smale Horseshoe 1
-9.2 Smale Horseshoe 2
-9.3 Symbolic dynamics
-Smale horseshoe and symbolic dynamics
-10.1 Henon map 1
-10.2 Henon map 2
-11.1 Bursting of a neuron model
-11.2 Bifurcation of a railway wheelset model
--Bifurcation of a wheelset model
-The final test