We apply KAM theory to the equation of the forced relativistic pen- dulum to prove that all the solutions have bounded momentum. Subse- quently, we detect the existence of quasiperiodic solutions in a generalized sense. This is achieved using a modified version of the Aubry-Mather the- ory for compositions of twist maps
In this paper, we are concerned with the existence of invariant curves of the planar twist mappings ...
We study some properties of the range of the relativistic pendulum operator $\mathcal P$, that is, t...
Using Szulkin’s critical point theory, we prove that the relativistic forced pendulum with periodic ...
We apply KAM theory to the equation of the forced relativistic pen- dulum to prove that all the sol...
We apply KAM theory to the equation of the forced relativistic pen- dulum to prove that all the sol...
We apply KAM theory to the equation of the forced relativistic pendulum to prove that all the soluti...
We prove the existence of at least two geometrically different periodic solutions with winding numb...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The planar circular restricted three-body problem (PCR3BP) is a standard example of a system with tw...
We prove the existence of at least two geometrically different periodic solution with winding number...
We prove the existence of at least two geometrically different periodic solutions with winding numbe...
We consider the model of a point-vortex under a periodic perturbation and give sufficient conditions...
We consider the existence and multiplicity of periodic oscillations for the forced pendulum model w...
In this paper, we are concerned with the existence of invariant curves of the planar twist mappings ...
We study some properties of the range of the relativistic pendulum operator $\mathcal P$, that is, t...
Using Szulkin’s critical point theory, we prove that the relativistic forced pendulum with periodic ...
We apply KAM theory to the equation of the forced relativistic pen- dulum to prove that all the sol...
We apply KAM theory to the equation of the forced relativistic pen- dulum to prove that all the sol...
We apply KAM theory to the equation of the forced relativistic pendulum to prove that all the soluti...
We prove the existence of at least two geometrically different periodic solutions with winding numb...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The paper surveys and compares some results on the existence and multiplicity of T-periodic solution...
The planar circular restricted three-body problem (PCR3BP) is a standard example of a system with tw...
We prove the existence of at least two geometrically different periodic solution with winding number...
We prove the existence of at least two geometrically different periodic solutions with winding numbe...
We consider the model of a point-vortex under a periodic perturbation and give sufficient conditions...
We consider the existence and multiplicity of periodic oscillations for the forced pendulum model w...
In this paper, we are concerned with the existence of invariant curves of the planar twist mappings ...
We study some properties of the range of the relativistic pendulum operator $\mathcal P$, that is, t...
Using Szulkin’s critical point theory, we prove that the relativistic forced pendulum with periodic ...
DOI
Add to ORKG