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On the symmetries of a nonlinear non-polynomial oscillator
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文摘

We propose a novel way to obtain different kinds of symmetries from λ-symmetries for a given second-order nonlinear ODE.

The symmetry vector fields which we generate are adjoint-symmetries, contact symmetries and telescopic vector fields.

The procedure is demonstrated for a nonlinear non-polynomial oscillator which lacks Lie point symmetries.

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