Example 3: Phase Entropy w/ Second Order Difference Plot

Import the x and y components of the Henon system of equations.

Data = ExampleData("henon");

using Plots
scatter(Data[:,1], Data[:,2],
markercolor = "green", markerstrokecolor = "black",
markersize = 3, background_color = "black",grid = false)

Henon

Calculate the phase entropy of the y-component in bits (logarithm base 2) without normalization using 7 angular partitions and return the second-order difference plot.

Y = Data[:,2];
Phas = PhasEn(Y, K = 7, Norm = false, Logx = 2, Plotx = true)

2.0192821496913216

Phas1

Calculate the phase entropy of the x-component using 11 angular partitions, a time delay of 2, and return the second-order difference plot.

X = Data[:,1];
Phas = PhasEn(X, K = 11, tau = 2, Plotx = true)

0.8395391613164361

Phas2