AbstractWe study the nonlinear boundary stabilization of an inhomogeneous and anisotropic thermoelasticity system. We generalize a result of Rivera-Oliveira [1] to the nonlinear case. Our main tool is the use of the perturbed energy functional introduced by Komornik-Zuazua [2]
In the present paper we consider the equations which govern the behavior of an anisotropic and inhom...
In this dissertation we consider the problem of null controllability for elastic operators under squ...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractWe study the nonlinear boundary stabilization of an inhomogeneous and anisotropic thermoelas...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
We consider the one-dimensional viscoelastic Porous-Thermo-Elastic system. We establish a general de...
The uniform stability of a thermoelastic plate model is investigated, this model being described by ...
In this article, we establish a boundary stabilization of memory type result for solutions of a mult...
Uniqueness and spatial stability are investigated for smooth solutions to boundary value problems in...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
We study nonlinear stability of steady state solutions of partial differential equations governing t...
In this paper we consider the system of hyperbolic thermoelasticity in one dimension with Dirichlet-...
We consider initial-boundary value problems in a hyperbolic thermoelastic system, called thermoelast...
In this paper we study the boundary stabilization of a one-dimensional thermoelastic diffusion probl...
In the present paper we consider the equations which govern the behavior of an anisotropic and inhom...
In this dissertation we consider the problem of null controllability for elastic operators under squ...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
AbstractWe study the nonlinear boundary stabilization of an inhomogeneous and anisotropic thermoelas...
We consider the boundary stabilization of a linear elastodynamic system, with variables coefficients...
A three-dimensional structural acoustic model is considered. This model consists of a wave equation ...
We consider the one-dimensional viscoelastic Porous-Thermo-Elastic system. We establish a general de...
The uniform stability of a thermoelastic plate model is investigated, this model being described by ...
In this article, we establish a boundary stabilization of memory type result for solutions of a mult...
Uniqueness and spatial stability are investigated for smooth solutions to boundary value problems in...
AbstractWe study a problem of boundary stabilization of the vibrations of elastic structure governed...
We study nonlinear stability of steady state solutions of partial differential equations governing t...
In this paper we consider the system of hyperbolic thermoelasticity in one dimension with Dirichlet-...
We consider initial-boundary value problems in a hyperbolic thermoelastic system, called thermoelast...
In this paper we study the boundary stabilization of a one-dimensional thermoelastic diffusion probl...
In the present paper we consider the equations which govern the behavior of an anisotropic and inhom...
In this dissertation we consider the problem of null controllability for elastic operators under squ...
We show herein the uniform stability of a thermoelastic plate model with no added dissipative mechan...
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