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- W2035986990 abstract "We characterize the three generic quasi-reversible instabilities of closed orbits: the quasi-reversible saddle-node, the Krein collision and the period doubling bifurcation. We show that after a periodic change of variables the asymptotic normal forms of the last two instabilities are the Maxwell–Bloch and the Lorenz equations. We exhibit a simple example of the quasi-reversible period doubling bifurcation, the quasi-reversible 2:1 resonance." @default.
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- W2035986990 date "2001-08-01" @default.
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- W2035986990 title "Quasi-reversible instabilities of closed orbits" @default.
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