Abstract

By analyzing the equilibrium points and eigenvalues of a financial chaotic system, finding the system has the coexistence characteristics under certain parameters and initial conditions. Numerical analysis shows that different parameters have different effects on the system, and the stability may be broken by the existence of coexisting characteristics and the parameter changes. In order to effectively control the chaotic behavior of a financial system, proposing a control method for the first time based on the Hamilton energy. Finally, controlling the chaotic financial system reaches a stable state by designing a generalized Hamilton energy feedback controller.

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