We prove the existence of multibump homoclinic orbits to an hyperbolic equilibrium of a Lagrangian systems with a slowly oscillating forcing term. The approach is based on a variational Lyapunov-Schmidt reduction.
Homoclinics and complex dynamics in slowly oscillating systems / Berti, Massimiliano; Ambrosetti, A.. - In: DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS. - ISSN 1078-0947. - STAMPA. - 4:3(1998), pp. 393-403.
Homoclinics and complex dynamics in slowly oscillating systems
BERTI, MASSIMILIANO;
1998
Abstract
We prove the existence of multibump homoclinic orbits to an hyperbolic equilibrium of a Lagrangian systems with a slowly oscillating forcing term. The approach is based on a variational Lyapunov-Schmidt reduction.File in questo prodotto:
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