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.
I'm really heppy that you could provide the codes for us to study,snd i have a question that when i change the data to the future's closeprice ,the result become i don't like ,do sb. have good method to solve it?,thank you all the same
How can I use this toolbox for clustering purpose? Please teach me.
i am requested to all the users please help me finding any simulation or function related to chaotic lasers.
i dont know how to use the toolbox
pls some one help me
Thanks a lot!
thanx a lot
really great work
thanks a lot !!!
Really liked it, thanks a lot!
at noiseest i think command for sigma is incorrect. out of sigma cannot appear. could u make some checking and correction on it. email me as soon as possible.
how we use this toolbox in matlab ?
I tried the noise removal function noisergeo(x,dim,tau,r,q,p,theta). It requires the function quality() which is not there in the bundle. Any suggestions?
I have not use this packet, so that I could not present any opinion. But I am very thankful to the authors' presentation.
voir detail sur la fonction
Thank you for your help,i was meant to program them by myself.
I need to chaos and time series analysis with matlab
i want to get the toolbox as soon as possible can you deliver it for me E-mail:
yes it's excellent as good as tisean package for nonlinear time series analysis
im an electrical engineering student
how can i get a matlab code for one of the cheotic circuits?
plz if someone can help me then plz send me on email@example.com
Great tool for analyzing chaotic systems
It's very helpful for studying and analyzing the chaotic attractors.
thanks for it i really need that.
Good job, thanks
A wonderful work! Keep forward.
Function IAAFT added
some minor changes
new functions added