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Юрий Бибиков, Yurii Bibikov (1999)
Устойчивость и бифуркация при периодических возмущениях положения равновесия осциллятора с бесконечно большой или бесконечно малой частотой колебаний@@@Stability and bifurcation under periodic perturbations of the equilibrium position of an oscillator with an infinitely large or infinitely small osc, 65
J. Hale (1961)
INTEGRAL MANIFOLDS OF PERTURBED DIFFERENTIAL SYSTEMSAnnals of Mathematics, 73
We simultaneously study two classes of two-dimensional time-periodic systems of differential equations with a small positive parameter, namely, systems with “slow” or “fast” time whose first-approximation systems are autonomous and conservative and do not contain terms of order higher than three. Thus, the corresponding unperturbed systems have one, two, or three rest points.
Differential Equations – Springer Journals
Published: Jan 19, 2011
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