Wave equation with nonlinear boundary conditions of Neumann type is considered. It is shown that the boundary damping produces a uniform global stability of the corresponding solutions. © 1992, Taylor & Francis Group, LLC. All rights reserved
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
Our aim is to establish a spatial decay and growth estimates for solutions of the initial-boundary v...
A semilinear model of the wave equation with nonlinear boundary conditions and nonlinear boundary ve...
A n-dimensional quasiliner wave equation with nonlinear boundary dissipation is considered. Global e...
AbstractIn this paper,we prove the existence, uniqueness and uniform stability of strong and weak so...
Let OMEGA be an open, bounded domain in R**m with a smooth boundary GAMMA equals GAMMA //0 mu GAMMA ...
Let OMEGA be an open, bounded domain in R**m with a smooth boundary GAMMA equals GAMMA //0 mu GAMMA ...
A stabilization/observability estimate and asymptotic energy decay rates are derived for a wave equa...
AbstractThe wave equation with a source term is consideredutt−Δu=|u|ρuinΩ×(0,+∞).We prove the existe...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
We study the uniform stabilization of the wave equation by means of a nonlinear dissipative boundary...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
An n-dimensional quasi-linear wave equation defined on bounded domain Omega with Neumann boundary co...
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
Our aim is to establish a spatial decay and growth estimates for solutions of the initial-boundary v...
A semilinear model of the wave equation with nonlinear boundary conditions and nonlinear boundary ve...
A n-dimensional quasiliner wave equation with nonlinear boundary dissipation is considered. Global e...
AbstractIn this paper,we prove the existence, uniqueness and uniform stability of strong and weak so...
Let OMEGA be an open, bounded domain in R**m with a smooth boundary GAMMA equals GAMMA //0 mu GAMMA ...
Let OMEGA be an open, bounded domain in R**m with a smooth boundary GAMMA equals GAMMA //0 mu GAMMA ...
A stabilization/observability estimate and asymptotic energy decay rates are derived for a wave equa...
AbstractThe wave equation with a source term is consideredutt−Δu=|u|ρuinΩ×(0,+∞).We prove the existe...
This paper studies a wave equation on a bounded domain in Rd with nonlinear dissipation which is loc...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
We study the uniform stabilization of the wave equation by means of a nonlinear dissipative boundary...
This paper deals with boundary feedback stabilization of a system, which consists of a wave equation...
An n-dimensional quasi-linear wave equation defined on bounded domain Omega with Neumann boundary co...
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
International audienceIn this paper we consider a multi-dimensional wave equation with dynamic bound...
Our aim is to establish a spatial decay and growth estimates for solutions of the initial-boundary v...
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