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7 votes

Regarding phase space diagram/trajectory

...
Syed's user avatar
  • 53.2k
8 votes

Regarding phase space diagram/trajectory

Using ScalingTransform to project to the three planes. Only need p1 in the original code. ...
cvgmt's user avatar
  • 72.7k
3 votes

NonlinearModelFit extremely slow performance with a single iteration

Your model is a bit "different" in that it is not the sum of 6 separate Gaussian-shaped functions. If you did use 6 separate Gaussian-shaped functions, you could get a better fit and much ...
JimB's user avatar
  • 41.7k
3 votes

NonlinearModelFit extremely slow performance with a single iteration

You didn't show your results but your code provides poor results on my machine. ...
Bob Hanlon's user avatar
  • 158k
6 votes
Accepted

Bifurcation Analysis and Lyapunov Exponents Visualization

To solve this problem it could be better to define system of equations and Jacobian as expressions in a form of ...
Alex Trounev's user avatar
  • 44.5k
5 votes
Accepted

Phase response curve

The phase information follows from the optimal trigonometric approximation (fundamentals of FourierSeries) ...
Ulrich Neumann's user avatar
4 votes

Phase response curve

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Bob Hanlon's user avatar
  • 158k
8 votes

Basins of attraction using Newton-Raphson method for nonlinear system

The simplest way is to use FindRoot with option Method -> {"Newton", "StepControl" -> Automatic} and ...
Alex Trounev's user avatar
  • 44.5k
8 votes

Basins of attraction using Newton-Raphson method for nonlinear system

modified Try ...
Ulrich Neumann's user avatar
5 votes

Basins of attraction using Newton-Raphson method for nonlinear system

From your code I take it, you want to calculate the zeros of the function "f", what is not the same as the "basin of attraction", see below. To get an idea about the zeros, we ...
Daniel Huber's user avatar
  • 51.5k
6 votes

Bifurcation Diagram for x' = (rx) - sinx

This might not be the plot you're after, but I think it shows what you want to show: ...
Michael E2's user avatar
  • 236k

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