Description: Nonlinear dynamic system bifurcation diagram used to express qualitative evolution of system behavior, the code defines a ode1.m classical Lorenz system, sode3.m of the system to calculate and draw the sensitive areas of the bifurcation parameter Fig.
- [logistics] - logistic mapping bifurcation and using M
- [representativechaos] - typical chaotic system MATLAB code reali
- [ChaosAttractors] - chaos optimization procedures, various e
- [DDE-biftool] - This a study abroad with a complete bifu
- [TVA] - Calculation of 3-dimensional system of b
- [nonlinear] - A nonlinear dynamic system on the books,
- [FJT] - MATLAB deal with digital image, gradient
- [A.wolf] - wolf of the Lyapunov exponent calculatio
- [fracctals_and_chaos] - Non-linear chaotic toolbox can be used t
- [nonlinear] - nonlinear dynamci
File list (Check if you may need any files):
Download