Add to ORKGIn this article, we establish a Carleman estimate for the plate equation in order to solve an inverse problem retrieving the zeroth-order term for a plate equation from boundary measurements. We prove the local stability result for this inverse problem. Our proof relies on Carleman estimate
International audienceIn this work, we present some new Carleman inequalities for Stokes and Oseen e...
In this paper, the authors consider inverse problems of determining a coefficient or a source term i...
31 pagesInternational audienceIn this article, we extensively develop Carleman estimates for the wav...
This book is a self-contained account of the method based on Carleman estimates for inverse problems...
We establish geometrical conditions for the inverse problem of determining a stationary potential in...
First we prove a Carleman estimate for a hyperbolic integro-differential equation. Next we apply s...
We are interested in the inverse problem of the determination of the potential $p(x),~x\in\Omega\sub...
20 pagesInternational audienceWe are interested in an inverse problem for the wave equation with pot...
In this article, we first establish a global Carleman estimate for an ultrahyperbolic Schrödinger eq...
International audienceWe consider a transmission wave equation in two embedded domains in $R^2$ , wh...
We consider the transport equation ?tu(x,t)+(H(x) - ?u(x,t))+p(x)u(x,t)=0 in ? ×(0,t) where ? ? Rn i...
We are interested in an inverse problem for the wave equation with potential on a star-shaped networ...
In this article, we provide a modified argument for proving stability for inverse problems of determ...
For a parabolic equation in the spatial variable x=(x1,..,xn) and time t, we consider an inverse pro...
This paper reviews four variants of global Carleman weights that are especially adapted to some sing...
International audienceIn this work, we present some new Carleman inequalities for Stokes and Oseen e...
In this paper, the authors consider inverse problems of determining a coefficient or a source term i...
31 pagesInternational audienceIn this article, we extensively develop Carleman estimates for the wav...
This book is a self-contained account of the method based on Carleman estimates for inverse problems...
We establish geometrical conditions for the inverse problem of determining a stationary potential in...
First we prove a Carleman estimate for a hyperbolic integro-differential equation. Next we apply s...
We are interested in the inverse problem of the determination of the potential $p(x),~x\in\Omega\sub...
20 pagesInternational audienceWe are interested in an inverse problem for the wave equation with pot...
In this article, we first establish a global Carleman estimate for an ultrahyperbolic Schrödinger eq...
International audienceWe consider a transmission wave equation in two embedded domains in $R^2$ , wh...
We consider the transport equation ?tu(x,t)+(H(x) - ?u(x,t))+p(x)u(x,t)=0 in ? ×(0,t) where ? ? Rn i...
We are interested in an inverse problem for the wave equation with potential on a star-shaped networ...
In this article, we provide a modified argument for proving stability for inverse problems of determ...
For a parabolic equation in the spatial variable x=(x1,..,xn) and time t, we consider an inverse pro...
This paper reviews four variants of global Carleman weights that are especially adapted to some sing...
International audienceIn this work, we present some new Carleman inequalities for Stokes and Oseen e...
In this paper, the authors consider inverse problems of determining a coefficient or a source term i...
31 pagesInternational audienceIn this article, we extensively develop Carleman estimates for the wav...