A system consisting of an infinite string coupled to a nonlinear oscillator is considered. For the system, the Cauchy problem with the periodic initial data is studied. The main goal is to prove the convergence of the solutions as t → ∞ to time periodic solution
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...
AbstractWe study the asymptotic behaviour of the solution of elliptic problems with periodic data wh...
We show that there is a close relation between standing-wave solutions for the FitzHugh-Nagumo syste...
AbstractWe consider the periodic boundary value problem of ordinary differential systems with p(t)-L...
summary:the existence of an $\omega$-periodic solution of the equation $\frac {\partial^2u}{\partial...
AbstractBy using a Liapunov functional, the conditions of existence and uniqueness of almost periodi...
AbstractWe introduce a renormalized Lindstedt series for the oscillatory solutions of nonlinear wave...
AbstractWe study the existence of periodic solutions for a second-order non-autonomous dynamical sys...
Periodic solutions and asymptotic behavior are studied for the equationutt − Δu + β(ut) ε f(t, x)on ...
We consider the temporal homogenization of linear ODEs of the form ẋ =Ax+ϵP(t)x+f(t), where P(t) is ...
Consider a finite energy radial solution to the focusing energy critical semilinear wave equation in...
AbstractSome existence theorems are obtained for periodic solutions of nonautonomous second-order sy...
AbstractIn this work, we study the anti-periodic problem for a nonlinear evolution inclusion where t...
Three periodic solutions for perturbed second order Hamiltonian systems \begin{abstract} In this pa...
We use a method developed by Strauss to obtain global wellposedness results in the mild sense f...
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...
AbstractWe study the asymptotic behaviour of the solution of elliptic problems with periodic data wh...
We show that there is a close relation between standing-wave solutions for the FitzHugh-Nagumo syste...
AbstractWe consider the periodic boundary value problem of ordinary differential systems with p(t)-L...
summary:the existence of an $\omega$-periodic solution of the equation $\frac {\partial^2u}{\partial...
AbstractBy using a Liapunov functional, the conditions of existence and uniqueness of almost periodi...
AbstractWe introduce a renormalized Lindstedt series for the oscillatory solutions of nonlinear wave...
AbstractWe study the existence of periodic solutions for a second-order non-autonomous dynamical sys...
Periodic solutions and asymptotic behavior are studied for the equationutt − Δu + β(ut) ε f(t, x)on ...
We consider the temporal homogenization of linear ODEs of the form ẋ =Ax+ϵP(t)x+f(t), where P(t) is ...
Consider a finite energy radial solution to the focusing energy critical semilinear wave equation in...
AbstractSome existence theorems are obtained for periodic solutions of nonautonomous second-order sy...
AbstractIn this work, we study the anti-periodic problem for a nonlinear evolution inclusion where t...
Three periodic solutions for perturbed second order Hamiltonian systems \begin{abstract} In this pa...
We use a method developed by Strauss to obtain global wellposedness results in the mild sense f...
AbstractWe discuss the existence of periodic solutions to the wave equation with variable coefficien...
AbstractWe study the asymptotic behaviour of the solution of elliptic problems with periodic data wh...
We show that there is a close relation between standing-wave solutions for the FitzHugh-Nagumo syste...
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