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Key terms: r values math chaos between logistic map initial population chaotic png case etc oscillation phase yield parameter java equation interval quadratic iterates hence wolfram complex behaviour dimension figure sequence growth beyond function divergence stability problem represents attractor population will initial state approximately most values exponential bifurcation diagram initial population unpredictability oscillate between logistic equation initial conditions difference equation oscillation between interactive logistic map Search external links cited by footnotes on Wikipedia page Logistic map: |
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