Analysis shows chaotic attractors transition under generalized intermittency in the Rossler system, indicating complex dynamics.
The realization of novel scenario involving transitions between different types of chaotic attractors is investigated for the Rossler system. Characteristic features indicative of the presence of generalized intermittency scenario in this system are identified. The properties of "chaos-chaos" transitions following the generalized intermittency scenario are analyzed in detail based on phase-parametric characteristics, Lyapunov characteristic exponents, phase portraits, and Poincare sections.
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Horchakov et al. (2025) studied this question.
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