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Lyapunov quantities in the problem about local bifurcations of non-autonomous periodic dynamical systems - MaRDI portal

Lyapunov quantities in the problem about local bifurcations of non-autonomous periodic dynamical systems (Q2211412)

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Lyapunov quantities in the problem about local bifurcations of non-autonomous periodic dynamical systems
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    Lyapunov quantities in the problem about local bifurcations of non-autonomous periodic dynamical systems (English)
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    11 November 2020
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    This short and concise, but very interesting, paper deals with non-autonomous parametric differential systems with periodic right-hand side. The main goal is to give a brief investigation of local bifurcation scenarios for Andronov-Hopf bifurcations and the forced oscillations. This paper derives formulas for the bifurcation and for the calculation of Lyapunov quantities.
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    local bifurcations
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    monodromy matrix
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    Lyapunov quantities
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