We consider periodic perturbations of an isochronous hamiltonian system in the plane, depending on a parameter, which generalize the classical asymmetric oscillator. We compute the associated topological degree, and consider situations where large-amplitude periodic solutions can arise
Abstract: Near a stationary solution we consider the Hamiltonian system with such perturba...
In this paper, the existence of periodic traveling-wave solutions for a nonlinear Schrödinger syste...
AbstractIn this paper we study the existence of nontrivial 2π-periodic solutions of asymptotically l...
AbstractWe look for periodic solutions of planar systems obtained by adding an asymptotically positi...
We look for periodic solutions of planar systems obtained by adding an asymptotically positively hom...
We study the periodic solutions of equations with asymmetric nonlinearities "at resonance" with the ...
ABSTRACT. By exploiting the Denjoy theorem in topological dynamics and the unique ergodic theorem in...
We are concerned with non-autonomous radially symmetric systems with a singularity, which are T -per...
AbstractWe are concerned with non-autonomous radially symmetric systems with a singularity, which ar...
We study the periodic solutions of equations with asymmetric nonlinearities ‘‘at resonance’ ’ with t...
Abstract In this paper, we look for periodic solutions of planar Hamiltonian systems { x ′ = f ( y )...
By using the topological degree of Brouwer for mappings along with averaging method, we study the ex...
AbstractBy using the topological degree of Brouwer for mappings along with averaging method, we stud...
Altres ajuts: Fundación Séneca de la Región de Murcia grant number 20783/PI/18We deal with non-auton...
Asymptotical behavior of canonical mappings near the separatrix of Hamiltonian systems subjected to ...
Abstract: Near a stationary solution we consider the Hamiltonian system with such perturba...
In this paper, the existence of periodic traveling-wave solutions for a nonlinear Schrödinger syste...
AbstractIn this paper we study the existence of nontrivial 2π-periodic solutions of asymptotically l...
AbstractWe look for periodic solutions of planar systems obtained by adding an asymptotically positi...
We look for periodic solutions of planar systems obtained by adding an asymptotically positively hom...
We study the periodic solutions of equations with asymmetric nonlinearities "at resonance" with the ...
ABSTRACT. By exploiting the Denjoy theorem in topological dynamics and the unique ergodic theorem in...
We are concerned with non-autonomous radially symmetric systems with a singularity, which are T -per...
AbstractWe are concerned with non-autonomous radially symmetric systems with a singularity, which ar...
We study the periodic solutions of equations with asymmetric nonlinearities ‘‘at resonance’ ’ with t...
Abstract In this paper, we look for periodic solutions of planar Hamiltonian systems { x ′ = f ( y )...
By using the topological degree of Brouwer for mappings along with averaging method, we study the ex...
AbstractBy using the topological degree of Brouwer for mappings along with averaging method, we stud...
Altres ajuts: Fundación Séneca de la Región de Murcia grant number 20783/PI/18We deal with non-auton...
Asymptotical behavior of canonical mappings near the separatrix of Hamiltonian systems subjected to ...
Abstract: Near a stationary solution we consider the Hamiltonian system with such perturba...
In this paper, the existence of periodic traveling-wave solutions for a nonlinear Schrödinger syste...
AbstractIn this paper we study the existence of nontrivial 2π-periodic solutions of asymptotically l...