We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagrangian. This problem may be considered as a generalization of the classical case for which many existence results are known. Here we assume at least a quadratic growth of the potential in order to find a brake orbit via a linking variational principle.
Brake periodic orbits of prescribed Hamiltonian for indefinite Lagrangian systems
GIANNONI, Fabio
1995-01-01
Abstract
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagrangian. This problem may be considered as a generalization of the classical case for which many existence results are known. Here we assume at least a quadratic growth of the potential in order to find a brake orbit via a linking variational principle.File in questo prodotto:
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