First we prove a Carleman estimate for a hyperbolic integro-differential equation. Next we apply such a result to identify a spatially dependent function in a source term by an (additional) single measurement on the boundary
International audienceIn this Note we consider a two-by-two hyperbolic system defined on a bounded d...
In this paper, we consider an inverse problem for the simultaneous diffusion process of elastic and ...
International audienceWe consider an inverse problem of reconstructing two spatially varying coeffic...
In this article, we provide a modified argument for proving stability for inverse problems of determ...
This book is a self-contained account of the method based on Carleman estimates for inverse problems...
For a parabolic equation in the spatial variable x=(x1,..,xn) and time t, we consider an inverse pro...
We consider the linear system of viscoelasticity with the homogeneous Dirichlet boundary condition. ...
In this article, we investigate the determination of the spatial component in the time-dependent sec...
In this paper, we consider a transmission wave equation in N embedded domains with multiple interfac...
In this paper, we establish a global Carleman estimate for stochastic parabolic equations. Based on ...
In this article, we discuss the methodology based on Carleman estimates concerning the unique contin...
In this article, we establish a Carleman estimate for the plate equation in order to solve an inver...
This paper is devoted to the reconstruction of the time and space-dependent coefficient in an invers...
In this article, we first establish a global Carleman estimate for an ultrahyperbolic Schrödinger eq...
We consider the Kelvin?Voigt model for the viscoelasticity, and prove a Carleman estimate for functi...
International audienceIn this Note we consider a two-by-two hyperbolic system defined on a bounded d...
In this paper, we consider an inverse problem for the simultaneous diffusion process of elastic and ...
International audienceWe consider an inverse problem of reconstructing two spatially varying coeffic...
In this article, we provide a modified argument for proving stability for inverse problems of determ...
This book is a self-contained account of the method based on Carleman estimates for inverse problems...
For a parabolic equation in the spatial variable x=(x1,..,xn) and time t, we consider an inverse pro...
We consider the linear system of viscoelasticity with the homogeneous Dirichlet boundary condition. ...
In this article, we investigate the determination of the spatial component in the time-dependent sec...
In this paper, we consider a transmission wave equation in N embedded domains with multiple interfac...
In this paper, we establish a global Carleman estimate for stochastic parabolic equations. Based on ...
In this article, we discuss the methodology based on Carleman estimates concerning the unique contin...
In this article, we establish a Carleman estimate for the plate equation in order to solve an inver...
This paper is devoted to the reconstruction of the time and space-dependent coefficient in an invers...
In this article, we first establish a global Carleman estimate for an ultrahyperbolic Schrödinger eq...
We consider the Kelvin?Voigt model for the viscoelasticity, and prove a Carleman estimate for functi...
International audienceIn this Note we consider a two-by-two hyperbolic system defined on a bounded d...
In this paper, we consider an inverse problem for the simultaneous diffusion process of elastic and ...
International audienceWe consider an inverse problem of reconstructing two spatially varying coeffic...
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