Add to ORKGAbstract. In this note we point out that the arguments by Campos and Tarallo [1] implied the existence of periodic brake orbits with minimal period greater than any prescribed number for real analytic Lagrangian autonomous systems on tori
Abstract. In this paper, we show the existence of non contractible periodic orbits in Hamiltonian sy...
AbstractIn this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian m...
In this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian manifold ...
We prove the existence of periodic orbits with minimal period greater than any prescribed number for...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
AbstractWe give a result on existence of periodic orbits for autonomous differential systems with ar...
Abstract. In this paper, we show the existence of non contractible periodic orbits in Hamiltonian sy...
AbstractIn this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian m...
In this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian manifold ...
We prove the existence of periodic orbits with minimal period greater than any prescribed number for...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We are interested in the existence of a brake orbit of prescribed Hamiltonian with indefinite Lagran...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
We prove, under suitable non-resonance and non-degeneracy “twist” conditions, a Birkhoff-Lewis type ...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
We use a geometric construction to exhibit examples of autonomous Lagrangian systems admitting ex- a...
AbstractWe give a result on existence of periodic orbits for autonomous differential systems with ar...
Abstract. In this paper, we show the existence of non contractible periodic orbits in Hamiltonian sy...
AbstractIn this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian m...
In this paper we look for periodic orbits for a Lagrangian system in a complete Riemannian manifold ...