Add to ORKGWe consider nonlinear wave equation: $u_{tt}-u_{xx}+g(u)=f(x, t) $ in $\Omega $ (1) $u(\mathrm{O}, t)=u(\pi, t)=0 $ , $0\leq t\leq\pi $ , (2) $u(x, 0)=\varphi_{0}(x), $ $u(x, \pi)=\varphi_{1}(x) $ , $0\leq x\leq\pi $ , (3
We obtain existence of multiple solutions for semilinear elliptic systems with nonhomogeneous bounda...
summary:In this paper we consider the existence and asymptotic behavior of solutions of the followin...
This paper is concerned with the existence of multiple solutions to the boundary-value problem $$-(v...
We consider nonlinear wave equation: $u_{tt}-u_{xx}+g(u)=f(x, t) $ in $\Omega $ (1) $u(\mathrm{O}, t...
classical T-periodic solutions for semilinear wave equations of the form (1.1) I utt ' uxx = fl...
Abstract. We consider the semilinear boundary value problem-Au + g(u) = Au in i2, u = 0 on cqi2, in...
In this work we prove a result concernig the existence and uniqueness of solutions of quasilinear wa...
The semilinear wave equation (u) + g(u) = p(x, t) x, t ∈ R has many applications throughout physics...
We prove that a semilinear wave equation in which the range of the derivative of the nonlinearity in...
We find multiple solutions for semilinear boundary value problems when the corresponding functional ...
Estudiamos dos ecuaciones de onda no lineales, con parte no lineal no monótona. Los problemas están ...
AbstractBifurcation of time periodic solutions and their regularity are proved for a semilinear wave...
We consider the Cauchy problem for the following system of semilinear wave equations { ¤ui = Fi(u, ∂...
We investigate existence and multiplicity of solutions u with u(x) and $\vert \nabla u(x)\vert \to$ ...
AbstractThe semilinear wave equation □u + m2u + ¦u¦p − 2 u(V∗ ¦u¦p) = 0 in Ω= R3, −∞ < t < ∞, is stu...
We obtain existence of multiple solutions for semilinear elliptic systems with nonhomogeneous bounda...
summary:In this paper we consider the existence and asymptotic behavior of solutions of the followin...
This paper is concerned with the existence of multiple solutions to the boundary-value problem $$-(v...
We consider nonlinear wave equation: $u_{tt}-u_{xx}+g(u)=f(x, t) $ in $\Omega $ (1) $u(\mathrm{O}, t...
classical T-periodic solutions for semilinear wave equations of the form (1.1) I utt ' uxx = fl...
Abstract. We consider the semilinear boundary value problem-Au + g(u) = Au in i2, u = 0 on cqi2, in...
In this work we prove a result concernig the existence and uniqueness of solutions of quasilinear wa...
The semilinear wave equation (u) + g(u) = p(x, t) x, t ∈ R has many applications throughout physics...
We prove that a semilinear wave equation in which the range of the derivative of the nonlinearity in...
We find multiple solutions for semilinear boundary value problems when the corresponding functional ...
Estudiamos dos ecuaciones de onda no lineales, con parte no lineal no monótona. Los problemas están ...
AbstractBifurcation of time periodic solutions and their regularity are proved for a semilinear wave...
We consider the Cauchy problem for the following system of semilinear wave equations { ¤ui = Fi(u, ∂...
We investigate existence and multiplicity of solutions u with u(x) and $\vert \nabla u(x)\vert \to$ ...
AbstractThe semilinear wave equation □u + m2u + ¦u¦p − 2 u(V∗ ¦u¦p) = 0 in Ω= R3, −∞ < t < ∞, is stu...
We obtain existence of multiple solutions for semilinear elliptic systems with nonhomogeneous bounda...
summary:In this paper we consider the existence and asymptotic behavior of solutions of the followin...
This paper is concerned with the existence of multiple solutions to the boundary-value problem $$-(v...