Parameter estimation for chaotic systems is an important issue in nonlinear science and has
attracted increasing interests from various research fields, which could be essentially …

In this study, we introduce a new fractional order hyperchaotic system. We prove the
existence and uniqueness of the solution to the proposed system. We also study the stability …

Parameter estimation of chaotic systems is an important issue in the fields of computational
mathematics and nonlinear science, which has gained increasing research and …

In this paper, an improved differential evolution algorithm, named the Taguchi-sliding-based
differential evolution algorithm (TSBDEA), is proposed to solve the problem of parameter …

Chaos, its control and synchronization for a fractional order rotational mechanical system
with a centrifugal governor are studied for both the autonomous and the nonautonomous …

Parameter estimation for chaotic systems is an important issue in nonlinear science and has
attracted increasing interests from various research fields, which could be essentially …

In this paper, we introduce a new chaotic complex nonlinear system and study its dynamical
properties including invariance, dissipativity, equilibria and their stability, Lyapunov …

Parameter identification of chaotic systems is an important issue in nonlinear science and
has attracted increasing interest from a variety of research and application fields. Essentially …

This paper applies a novel evolutionary computation algorithm named particle swarm
optimization (PSO) to direct the orbits of discrete chaotic dynamical systems towards desired …

This paper applies a novel evolutionary algorithm named differential evolution (DE) to direct
the orbits of discrete chaotic dynamical systems towards desired target region within a short …