Abstract
Bifurcations and stability of a molecular system are analyzed via a method which combines a perturbation skim with Harmonic Balancing.
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B.W. Char, K.O. Geddes, G.H. Gonnet, B.L. Leong, M.B. Monagan and S.M. Watt, Maple V (Springer-Verlag, Berlin, 1991).
K. Huseyin, Multiple Parameter Stability Theory and its Applications: Bifurcations, Catastrophes, Instabilities, Oxford Engineering Science Series 18 (Oxford University Press, Oxford, 1986).
L.M. Narducci, S.S. Mitra, R.A. Shatas and C.A. Coulter, Physics Review A 16 (1977) 247.
L.M. Narducci and J.M. Yuan, Physics Review A 22 (1980) 261.
U. Taneri, K. Huseyin and P. Yu, Dynamics and Stability of Systems 110(2) (1995) 149.
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Taneri, U. On the bifurcation analysis of a three‐dimensional non‐autonomous model of molecular systems. Journal of Mathematical Chemistry 21, 111–113 (1997). https://doi.org/10.1023/A:1019149730770
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DOI: https://doi.org/10.1023/A:1019149730770