Discrete Superior Hyperbolicity in Chaotic Maps

In the last few decades, dynamics of one-dimensional chaotic maps have gained tremendous attention scientists and scholars due to their remarkable properties such as period-doubling, evolution, Lyapunov exponent, etc. The term hyperbolicity, another important property is used examine regular irregular behavior dynamical systems. this article, we deal with hyperbolicity stabilization fixed states using a superior two-step feedback system. Due superiority in evolution system are encouraged maps. hyperbolic notion, periodic prime order, stabilization, set studied. numerical, well experimental simulations, carried out, followed by theorems, examples, remarks, functional plots, bifurcation diagrams.