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Resonances for weak coupling of the unfolding of a saddle-node periodic orbit with an oscillator
, 2007C. Baesens, Robert S. MacKay
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1971
Suppose f: C → Rn is continuous together with its Frechet derivative and consider the autonomous equation $${\rm{\dot x}}\left( {\rm{t}} \right) = {\rm{f}}\left( {{\rm{x}}_{\rm{t}} } \right)$$ (37.1) .
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Suppose f: C → Rn is continuous together with its Frechet derivative and consider the autonomous equation $${\rm{\dot x}}\left( {\rm{t}} \right) = {\rm{f}}\left( {{\rm{x}}_{\rm{t}} } \right)$$ (37.1) .
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Periodic orbit analysis of two dynamical systems for electrical engineering applications
, 2003M. Karimi-Ghartemani, A. Ziarani
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A new method to determine the periodic orbit of a nonlinear dynamic system and its period
Engineering computations, 2005Dexin Li, Jianxue Xu
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Periodic orbit analysis of the Lorenz attractor
, 1994B. Eckhardt, G. Ott
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The contour of an orbit and a stable periodic orbit
Astronomy Letters, 2003T. A. Agekyan, N. Yu. Kretser
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On the discretization of a partial differential equation in the neighborhood of a periodic orbit
, 1993F. Alouges, A. Debussche
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Periodic orbit resummation and the quantization of chaos
Proceedings of the Royal Society of London. Series A, Mathematical and physical sciences, 1992J. Keating
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