I need to produce orbit diagrams for different values of x for the following equation:
f[r_][x_]:= r*x - x^3
I'm fairly new to Mathematica, so I haven't had a lot of practice using it. Basically I need to produce bifurcation diagrams for different values of
x; then, using these plots, identify
r values at which bifurcation occurs and determine the convergence ratio.
Any help would be much appreciated.