How can I draw a bifurcation diagram of the logistic dynamical coupled logistic map lattice system in MATLAB?

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The logistic dynamicalcoupled logistic lattice system is
xn+1(i) = (1 L(e))f (xn(i)) + (L(e)/2)(f (xn(i 1)) + f (xn(i + 1)))
Here, L(e) = 3.99*e*(1 e), 0 ≤ e ≤ 1 and f(x) is the logistic map functon

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William Rose
William Rose 2024-11-28,18:34
What have you done so far?
Your function L(e) is the logistic map function, with r=3.99. You have not specified the r-value for the logistic map function f(x)=r*x*(1-x), where 0<r<4. Therefore your system has two adjustabole parameters: r and e. Do you want to make a bifurcation diagram for r (at a fixed e) or for e (at a fixed r)?
You make the logistic map by simulating the system until it reaches a limit cycle, or until you give up, for many values of the parameter (r or e). Then you plot the parameter (r or e) on the x-axis, and the corresponding elements of the limit cycle as the corresponding y-values.
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