Browsing by Subject "Differential equations, Nonlinear"

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Browsing by Subject "Differential equations, Nonlinear"

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  • Elwakil, Ahmed S.; Özoğuz, Serdar; Kennedy, Michael Peter (IEEE, 2002-04)
    A novel Lorenz-type system of nonlinear differential equations is proposed. Unlike the original Lorenz system, where the chaotic dynamics remain confined to the positive half-space with respect to the Z state variable due ...