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Giacomini, Viano (1995)
Determination of limit cycles for two-dimensional dynamical systems.Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 52 1
V. Nemytskii (1960)
Qualitative theory of differential equations
L. Cherkas (2003)
A Precise Estimate of the Number of Limit Cycles of Autonomous Systems on the PlaneDifferential Equations, 39
L.A. Cherkas (2003)
A Sharp Estimate for the Number of Limit Cycles of Autonomous Systems on the PlaneDiffer. Uravn., 39
To estimate the number of limit cycles and locate them for polynomial Lienard systems with a small parameter in the case of a perturbation of a center and in the case of the existence of relaxation limit cycles, we develop a method for constructing a modified Dulac function in the form of a series in the small parameter.
Differential Equations – Springer Journals
Published: Apr 8, 2011
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