This paper is concerned with bifurcation and stability problems for a one parameter family of T-periodic differential systems in the plane, having the origin as an equilibrium point. Under some resonance condition we analyze the existence and stability of T-periodic solutions of the perturbed systems (with respect to a fixed value of the parameter) near the equilibrium point.
Bifurcation for periodic differential equations at resonance / S. R., Bernfeld; L., Salvadori; Visentin, Francesca. - In: DIFFERENTIAL AND INTEGRAL EQUATIONS. - ISSN 0893-4983. - STAMPA. - 3:1(1990), pp. 1-12.
Bifurcation for periodic differential equations at resonance.
VISENTIN, FRANCESCA
1990
Abstract
This paper is concerned with bifurcation and stability problems for a one parameter family of T-periodic differential systems in the plane, having the origin as an equilibrium point. Under some resonance condition we analyze the existence and stability of T-periodic solutions of the perturbed systems (with respect to a fixed value of the parameter) near the equilibrium point.File in questo prodotto:
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