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Chiffres janvier 2022
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Matteo Novaga
Lundi 22 janvier 2018
Matteo Novaga (U. di Pisa)
On the existence of connecting orbits for critical values of the energy.
Résumé
We consider an open connected set and a positive smooth potential which vanishes at the boundary. We study existence of orbits of the corresponding Hamiltonian system, that connect different components of the boundary and lie on the zero level of the energy. We allow that the boundary contains a finite number of critical points of the potential.