EBK NONLINEAR DYNAMICS AND CHAOS WITH S
EBK NONLINEAR DYNAMICS AND CHAOS WITH S
2nd Edition
ISBN: 9780429680151
Author: STROGATZ
Publisher: VST
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Chapter 10.2, Problem 2E
Interpretation Introduction

Conclusion:

Use a cobweb to show that is globally stable for 0r1 in the logistic map.

Concept Introduction:

  • ➢ Logistic Map: A logistic map is defined as the polynomial map of the degree two and chaotic behavior can arise from a non-linear dynamic equation.

  • ➢ Flip bifurcation is often associated with period-doubling.

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