AbstractThe existence of nontrivial orbits with prescribed period is proved by a direct variational method
AbstractThis paper proves a multiplicity result for the minimal periodic solutions of Hamiltonian sy...
AbstractWe study the existence of periodic solutions of prescribed energy for a class of Hamiltonian...
We show how to apply to Hamiltonian differential systems recent results for studying the periodic or...
The existence of nontrivial orbits with prescribed period is proved by a direct variational method
We study the minimal period problem of Hamiltonian systems which may not be strictly convex. For the...
AbstractWe prove the existence of periodic trajectories of Hamiltonian inclusions, which reduce to t...
AbstractIn this paper, we study the minimal period problem for even autonomous second order Hamilton...
AbstractThis article deals with second order periodic Hamiltonian systems. We apply variational meth...
AbstractHamiltonian systems of ordinary differential equations are studied. The only assumption made...
AbstractIf the Hamiltonian system with Hamiltonian H(x, y) = 12y2 + V(x) has a center at the origin ...
In this paper, the existence of periodic solutions to the second order Hamiltonian systems is invest...
Aim of the paper is to provide a method to analyze the behavior of T-periodic solutions of a perturb...
International audienceThe goal of this paper is to give a simple proof of the convergence to time-pe...
summary:The purpose of this paper is to study the existence of periodic solutions for the non-autono...
AbstractIn this paper, we study the existence of periodic solutions with prescribed minimal period f...
AbstractThis paper proves a multiplicity result for the minimal periodic solutions of Hamiltonian sy...
AbstractWe study the existence of periodic solutions of prescribed energy for a class of Hamiltonian...
We show how to apply to Hamiltonian differential systems recent results for studying the periodic or...
The existence of nontrivial orbits with prescribed period is proved by a direct variational method
We study the minimal period problem of Hamiltonian systems which may not be strictly convex. For the...
AbstractWe prove the existence of periodic trajectories of Hamiltonian inclusions, which reduce to t...
AbstractIn this paper, we study the minimal period problem for even autonomous second order Hamilton...
AbstractThis article deals with second order periodic Hamiltonian systems. We apply variational meth...
AbstractHamiltonian systems of ordinary differential equations are studied. The only assumption made...
AbstractIf the Hamiltonian system with Hamiltonian H(x, y) = 12y2 + V(x) has a center at the origin ...
In this paper, the existence of periodic solutions to the second order Hamiltonian systems is invest...
Aim of the paper is to provide a method to analyze the behavior of T-periodic solutions of a perturb...
International audienceThe goal of this paper is to give a simple proof of the convergence to time-pe...
summary:The purpose of this paper is to study the existence of periodic solutions for the non-autono...
AbstractIn this paper, we study the existence of periodic solutions with prescribed minimal period f...
AbstractThis paper proves a multiplicity result for the minimal periodic solutions of Hamiltonian sy...
AbstractWe study the existence of periodic solutions of prescribed energy for a class of Hamiltonian...
We show how to apply to Hamiltonian differential systems recent results for studying the periodic or...
DOI
Add to ORKG