Alternated Superior Chaotic Biogeography-Based Algorithm for Optimization Problems

In this study, we consider a switching strategy that yields stable desirable dynamic behaviour when it is applied alternatively between two undesirable dynamical systems. From the last few years, systems employed “chaos1 + chaos2 = order” and “order1 order2 chaos” (vice-versa) to control anti of chaotic situations. To find parameter values for these kind alternating situations, comparison being made bifurcation diagrams map its alternate version, which, on their own, means independent one another, yield orbits. However, periodic orbit, upon them. It interesting note look stabilization trajectories in nonlinear dynamics, with assumption such not particular situation. The method described paper based Parrondo’s paradox, where losing games can be alternated, yielding winning game, superior orbit.