Optimizing the maximum lyapunov exponent of fractional order chaotic spherical system by evolutionary algorithms

HIGHLIGHTS

  • who: Vincent-Ademola Adeyemi and collaborators from the Instituto Politu00e9cnico Nacional, IPN-CITEDI, Tijuana, Mexico have published the paper: Optimizing the Maximum Lyapunov Exponent of Fractional Order Chaotic Spherical System by Evolutionary Algorithms, in the Journal: (JOURNAL)
  • what: The aim of this work is to optimize the chaotic behavior of a three-dimensional chaotic-spherical-attractor-generating fractional-order system and compare the results with its novel hyperchaotic counterpart. His work on deterministic chaos provided the foundation for chaos theory, which set the stage for enormous research focusing on the behavior of nonlinear dynamical systems . . .

     

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