AbstractIn this paper we estimate distances between two soft obstacles in terms of corresponding scattering amplitudes. The estimate is of logarithmic type and it is obtained by using estimates for continuation of solutions of elliptic equations and some methods of potential theory. Scattering amplitudes are given for one frequency comparable with size of scatterer and for all directions of receiver
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
AbstractThe main goal of this paper is to study the linearization of an inverse medium problem. Regu...
AbstractIn this paper we estimate distances between two soft obstacles in terms of corresponding sca...
AbstractThis paper discusses the inverse obstacle scattering problem with transmission boundary cond...
AbstractWe consider the inverse scattering problem for an acoustically soft obstacle in R3. By assum...
International audienceWe prove a stability estimate of logarithmic type for the inverse problem cons...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
AbstractThe inverse problem under consideration is to determine the shape of an impenetrable sound-s...
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
AbstractThe main goal of this paper is to study the linearization of an inverse medium problem. Regu...
AbstractIn this paper we estimate distances between two soft obstacles in terms of corresponding sca...
AbstractThis paper discusses the inverse obstacle scattering problem with transmission boundary cond...
AbstractWe consider the inverse scattering problem for an acoustically soft obstacle in R3. By assum...
International audienceWe prove a stability estimate of logarithmic type for the inverse problem cons...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
We consider the inverse problem to determine the shape of an obstacle from a knowledge of the far ...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
A review of the author’s results is given. Inversion formulas and stability results for the solution...
AbstractThe inverse problem under consideration is to determine the shape of an impenetrable sound-s...
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
International audienceWe prove new global Hölder-logarithmic stability estimates for the near-field ...
AbstractThe main goal of this paper is to study the linearization of an inverse medium problem. Regu...
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