Add to ORKGAbstract. We study a wave equation in one dimensional space with nonlinear dissipative boundary feedback at both ends. We prove existence and uniqueness of solution, strong and uniform exponential decay of energy under some conditions in the nonlinear feedback. Decay rate estimates of the energy are given under weak growth assumptions on the feedback functions. 1. Introduction an
AbstractWe prove some decay estimates of the energy of the wave equation in a bounded domain. The da...
We study the stabilization of the wave equation with variable coefficients in a bounded domain and a...
AbstractWe derive decay rates for the energies of solutions of one-dimensional wave equations with D...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
AbstractThe wave equation with a source term is consideredutt−Δu=|u|ρuinΩ×(0,+∞).We prove the existe...
We consider the wave equation damped with a boundary nonlinear velocity feedback p(u'). Under some ...
This paper is a contribution to the following question : consider the classical wave equation damped...
We consider the wave equation damped with a boundary nonlinear velocity feedback p(u'). Under some ...
We study the uniform stabilization of the wave equation by means of a nonlinear dissipative boundary...
We study a wave equation in one dimensional space with nonlinear dissipative boundary feedback at bo...
AbstractWe study the problem of decay rate for the solutions of the initial–boundary value problem t...
Abstract: In a bounded domain, we consider the wave equation with a local dissipa-tion. We prove the...
Abstract. We consider the wave equation damped with a boundary nonlinear velocity feedback (u0). Und...
AbstractAn energy decay rate is obtained for solutions of wave type equations in a bounded region in...
Abstract. We study the decay estimates of the energy for the wave equation in an exterior domain wit...
AbstractWe prove some decay estimates of the energy of the wave equation in a bounded domain. The da...
We study the stabilization of the wave equation with variable coefficients in a bounded domain and a...
AbstractWe derive decay rates for the energies of solutions of one-dimensional wave equations with D...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
AbstractThe wave equation with a source term is consideredutt−Δu=|u|ρuinΩ×(0,+∞).We prove the existe...
We consider the wave equation damped with a boundary nonlinear velocity feedback p(u'). Under some ...
This paper is a contribution to the following question : consider the classical wave equation damped...
We consider the wave equation damped with a boundary nonlinear velocity feedback p(u'). Under some ...
We study the uniform stabilization of the wave equation by means of a nonlinear dissipative boundary...
We study a wave equation in one dimensional space with nonlinear dissipative boundary feedback at bo...
AbstractWe study the problem of decay rate for the solutions of the initial–boundary value problem t...
Abstract: In a bounded domain, we consider the wave equation with a local dissipa-tion. We prove the...
Abstract. We consider the wave equation damped with a boundary nonlinear velocity feedback (u0). Und...
AbstractAn energy decay rate is obtained for solutions of wave type equations in a bounded region in...
Abstract. We study the decay estimates of the energy for the wave equation in an exterior domain wit...
AbstractWe prove some decay estimates of the energy of the wave equation in a bounded domain. The da...
We study the stabilization of the wave equation with variable coefficients in a bounded domain and a...
AbstractWe derive decay rates for the energies of solutions of one-dimensional wave equations with D...