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chaotic systems toolbox
  • Classification:Other classes - other source code
  • Development Tool:matlab
  • Sise:26.2 MB
  • Upload time:2017/7/28 1:47:43
  • Uploader:sadegh3783@gmail.com
  • Download Statistics:
Description
This toolbox contains a set of functions which can be used to simulate some of the most known chaotic systems, such as: - The Henon map - The Ikeda map - The Logistic map - The quadratic map - The Lorentz flow - The Mackey-Glass flow - The Rossler flow The user may add normal white noise to the systems, change their parameters, or try different initial conditions. Additional functions provided for phase space reconstruction, surrogate data (simulation of the linear characteristics of a time series), dimension and noise estimation, and noise reduction.




File list:
Chaotic Systems Toolbox
......................\AAFT.m
......................\Contents.m
......................\derivs.m
......................\gencorint.m
......................\henon.m
......................\IAAFT.m
......................\ikeda.m
......................\Knearest.m
......................\logistic.m
......................\lorentz.m
......................\mackeyglass.m
......................\noiseest.m
......................\noisergeo.m
......................\noiserSchreiber.m
......................\phaseran.m
......................\phasespace.m
......................\quadratic.m
......................\radnearest.m
......................\rossler.m
......................\shuffle.m
......................\SSA.m
......................\SSAeye.m
......................\SSAforeiter.m
......................\SSAinv.m
......................\vr.m
Related source code
[ANFIS for prediction chaotic time se...] - ANFIS predict Mackey-Glass chaotic time series
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