We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isotropic elastic body from boundary measurements. This problem is severely ill-posed, but in this paper we prove that by restricting ourselves to the class of thin neighborhoods of line segments, a Lipschitz stability estimate holds
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We state uniqueness and stability results for the inverse problem of determining a rigid inclusion i...
We consider the problem of determining, within an elastic isotropic body $\Omega$, the possible pres...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We consider the inverse problem of identifying an unknown inclusion contained in an elastic body by ...
We consider the inverse problem of identifying an unknown inclu-sion contained in an elastic body by...
We consider the inverse problem of identifying an unknown inclusion contained in an elastic body by ...
We consider the problem of determining a polyhedral conductivity inclusion embedded in a homogeneous...
We consider the inverse problem of determining a rigid inclusion inside an isotropic elastic body \u...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We state uniqueness and stability results for the inverse problem of determining a rigid inclusion i...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We state uniqueness and stability results for the inverse problem of determining a rigid inclusion i...
We consider the problem of determining, within an elastic isotropic body $\Omega$, the possible pres...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
We discuss the stability issue for the problem of determining a thin inclusion in a homogeneous isot...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We consider the inverse problem of identifying an unknown inclusion contained in an elastic body by ...
We consider the inverse problem of identifying an unknown inclu-sion contained in an elastic body by...
We consider the inverse problem of identifying an unknown inclusion contained in an elastic body by ...
We consider the problem of determining a polyhedral conductivity inclusion embedded in a homogeneous...
We consider the inverse problem of determining a rigid inclusion inside an isotropic elastic body \u...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We state uniqueness and stability results for the inverse problem of determining a rigid inclusion i...
In this paper we consider the stability issue for the in-verse problem of determining an unknown inc...
We state uniqueness and stability results for the inverse problem of determining a rigid inclusion i...
We consider the problem of determining, within an elastic isotropic body $\Omega$, the possible pres...