Add to ORKGAfter establishing a relation between the Hill’s equations and the Emarkov-Pinney equa-tions, we are able to use degree theory to remove a technical assumption in [14], and give a complete set of non-resonance conditions for differential equations with repulsive singu-larities
Ordinary differential equations of various types appear in the mathematical modelling in mechanics. ...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
AbstractThe continuation method of topological degree is used to investigate the existence of period...
For a Hamiltonian system, in which the Hamiltonian is assumed to have an asymptotically linear gradi...
Ordinary differential equations of various types appear in the mathematical modelling in mechanics. ...
(Communicated by the associate editor name) Abstract. Using the relation between the Hill’s equation...
AbstractDegree theory is used to establish sufficient conditions for the existence of a non-trivial ...
We use an intertwining property of linear differential operators to construct the general solution o...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The equation \[x''(t)=a(t,x(t))+b(t,x)+d(t,x)e(x'(t))\] is considered, where $a:\mathbb{R}^2\to\math...
Many phenomenons of mechanical nature possess non-linear vibrations, their mathematical forming oper...
The theory of Poincaré and Bendixson is applied to establish the existence of periodic solutions of ...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The theory of Poincaré and Bendixson is applied to establish the existence of periodic solutions of ...
Ordinary differential equations of various types appear in the mathematical modelling in mechanics. ...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
AbstractThe continuation method of topological degree is used to investigate the existence of period...
For a Hamiltonian system, in which the Hamiltonian is assumed to have an asymptotically linear gradi...
Ordinary differential equations of various types appear in the mathematical modelling in mechanics. ...
(Communicated by the associate editor name) Abstract. Using the relation between the Hill’s equation...
AbstractDegree theory is used to establish sufficient conditions for the existence of a non-trivial ...
We use an intertwining property of linear differential operators to construct the general solution o...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The equation \[x''(t)=a(t,x(t))+b(t,x)+d(t,x)e(x'(t))\] is considered, where $a:\mathbb{R}^2\to\math...
Many phenomenons of mechanical nature possess non-linear vibrations, their mathematical forming oper...
The theory of Poincaré and Bendixson is applied to establish the existence of periodic solutions of ...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The theory of Poincaré and Bendixson is applied to establish the existence of periodic solutions of ...
Ordinary differential equations of various types appear in the mathematical modelling in mechanics. ...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...
The nonlinear pseudo-oscillator recently tackled by Gadella and Lara is mapped to an Emden–Fowler (E...