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The document presents a systematic examination of 19 distinct simple chaotic flows derived from three-dimensional autonomous ordinary differential equations with quadratic nonlinearities. It describes the properties of these systems, including critical points, Lyapunov exponents, and fractal dimensions, challenging the complexity of previously known chaotic systems like the Lorenz and Rossler equations. The findings suggest that these simpler chaotic systems could have practical applications, such as in sec

Author

metersoy0

Language

EN