Add to ORKGA generalized Friedmann-Robertson-Walker Hamiltonian system is studied in dimension 6. The averaging theory is the tool used to provide sufficient conditions on the six parameters of the system which guarantee the existence of continuous families of period orbits parameterized by the energy
Agraïments: The third author was supported by Portuguese National Funds through FCT+Fundacâoao para ...
We apply the averaging theory for proving the existence of twelve families of periodic orbits in a t...
Altres ajuts: Fundación Séneca de la Región de Murcia grant number 20783/PI/18We deal with non-auton...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We apply the averaging theory to study a generalized Yang-Mills Hamiltonian system in dimension 6 wi...
El títol de la versió pre-print de l'article és: Generalized Friedmann-Robertson-Walker Hamiltonian ...
In this work, we study analytically the existence of periodic solution for Friedmann- Robertson-Walk...
In this paper we study analytically the existence of two families of periodic orbits using the avera...
In this paper we study analytically the existence of two families of periodic orbits using the avera...
A generalized Friedmann-Robertson-Walker Hamiltonian system is studied in dimension 6. The averaging...
We show how to apply to Hamiltonian differential systems recent results for studying the periodic or...
AbstractWe consider the bifurcation of periodic orbits from an equilibrium in Hamiltonian systems. T...
AbstractThe existence of periodic orbits for Hamiltonian systems at low positive energies can be ded...
Agraïments: The third author was supported by Portuguese National Funds through FCT+Fundacâoao para ...
We apply the averaging theory for proving the existence of twelve families of periodic orbits in a t...
Altres ajuts: Fundación Séneca de la Región de Murcia grant number 20783/PI/18We deal with non-auton...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We provide sufficient conditions on the four parameters of a Hamiltonian system, related with the Fr...
We apply the averaging theory to study a generalized Yang-Mills Hamiltonian system in dimension 6 wi...
El títol de la versió pre-print de l'article és: Generalized Friedmann-Robertson-Walker Hamiltonian ...
In this work, we study analytically the existence of periodic solution for Friedmann- Robertson-Walk...
In this paper we study analytically the existence of two families of periodic orbits using the avera...
In this paper we study analytically the existence of two families of periodic orbits using the avera...
A generalized Friedmann-Robertson-Walker Hamiltonian system is studied in dimension 6. The averaging...
We show how to apply to Hamiltonian differential systems recent results for studying the periodic or...
AbstractWe consider the bifurcation of periodic orbits from an equilibrium in Hamiltonian systems. T...
AbstractThe existence of periodic orbits for Hamiltonian systems at low positive energies can be ded...
Agraïments: The third author was supported by Portuguese National Funds through FCT+Fundacâoao para ...
We apply the averaging theory for proving the existence of twelve families of periodic orbits in a t...
Altres ajuts: Fundación Séneca de la Región de Murcia grant number 20783/PI/18We deal with non-auton...