Abstract
The stability analysis and control of a three-dimensional autonomous chaotic system that exhibits
hyperchaotic properties is presented in this paper. The system's algebraic structure consists of six variable
control parameters, three nonlinear terms and two cross-products which triggers hypersensitivity in its
dynamic state evolutions. Stability analysis and control via fuzzy modelling confirms the controllability of
its unstable orbits in well-tuned regions of stability using Lyapunov principles.
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