Are your equations continuous or discrete systems?
The best way is by putting the parameters static so that the final results match the right output. Once you succeed with the simulation, change the parameters and make sure about the results. However, you have to keep attention about the chaotic range limitation for the parameters, for example in logistic map, this chaotic map exhibits a chaotic behavior if the parameter r is in ( 2.75, 4) (exhibits chaos for certain parameter values)
I Understand that you want to simulate a Non-Linear Algebraic Equation. Well, Its Simple. You just give value to the non linear parameters and then simulate the output (y for instance). Of course, you have to define the values of the domain (x for instance).
Thank you Mr. Ceballos for the answer, I tried already your Idea, but I noticed that the results not accurate since I have more than 15 unknown parameter. I am not satisfied since I got a harmonic graph.
Are your equations continuous or discrete systems?
The best way is by putting the parameters static so that the final results match the right output. Once you succeed with the simulation, change the parameters and make sure about the results. However, you have to keep attention about the chaotic range limitation for the parameters, for example in logistic map, this chaotic map exhibits a chaotic behavior if the parameter r is in ( 2.75, 4) (exhibits chaos for certain parameter values)