Published December 30, 2019 | Version v1
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Controlling the Chaos of Logistic Map using Switching Strategy

  • 1. Assistant Professor, Department of Mathematics, Government College for Girls Sector 14, Gurugram-122001, India.
  • 2. Professor, Department of Mathematics, Maharshi Dayanand University, Rohtak-124001, India.
  • 3. Assistant Professor, Department of Mathematics, Pt. NRS Government College, Rohtak-124001, India.
  • 1. Publisher

Description

In our very recent work (2019), we extended the stability performance of logistic map up to a higher value of r using SP orbit. In this article, we further extend this range of stability by adopting switching strategy (Parrondo’s Paradox) of controlling the chaos of dynamical systems. We observe that even the earlier chaotic orbits of four step feedback procedure can be converted into periodic orbits. Our approach can be used to solve a wider circle of engineering problems.

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Journal article: 2249-8958 (ISSN)

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ISSN
2249-8958
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B2987129219/2019©BEIESP