Abstract
The point of this paper is to display and explore a memristive complex hyperchaotic model with a flux-controlled memristor. The model’s behavior is examined through numerical simulations by utilizing some tools of nonlinear theory, for example, generalized Hamiltonian, symmetry, dissipative, equilibria and their stability, bifurcation diagram, and Lyapunov exponents. Next, this paper centers around the complex function projective lag synchronization (CFPLS) for various-dimensional hyperchaotic models with complex variables and uncertain parameters. A simulation model displays the effectiveness of the obtained values. The effects of CFPLS were used to develop a precise application in secure correspondence. The digital outcomes were used to verify the adequacy and feasibility of the exhibited technique.
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