We deal with a class of inverse boundary problems of detection of inclusions or cavities in electrical conductors or elastic bodies from boundary measurements. We review the results and the methods of the so-called approach of "size estimates", that is of upper and lower bounds on the volume of the unknown inclusion and cavities in terms of work measurements taken from the exterior
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
Abstract- The inverse problem of reconstructing, from boundary measurements, the position, the shape...
We prove upper and lower bounds on the size of an unknown cavity, or of a perfectly conducting inclu...
Abstract. We prove upper and lower estimates on the measure of an inclusion D in a conductor Ω in te...
We prove upper and lower bounds on the size of unknown defects, like cavities or rigid inclusions, i...
We deal with the problem of determining an unknown part of the boundary of an electrical conductor t...
In this paper we estimate the size of a measurable inclusion in terms of power measurements for a si...
This work deals with the so-called size estimates approach for detecting inclusions in electrical co...
We derive upper and lower estimates of the area of unknown defects in the form of either cavities or...
The size estimates approach for Electrical Impedance Tomography (EIT) allows for estimating the size...
The size estimates approach for Electrical Impedance Tomography (EIT) allows for estimating the size...
In this talk I shall address a class of inverse problems associated to boundary value problems in wh...
In this paper we deal with an inverse boundary value problem which is a special instance of the well...
We derive estimates on the volume of an unknown inclusion in an electrically conducting body from cu...
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
Abstract- The inverse problem of reconstructing, from boundary measurements, the position, the shape...
We prove upper and lower bounds on the size of an unknown cavity, or of a perfectly conducting inclu...
Abstract. We prove upper and lower estimates on the measure of an inclusion D in a conductor Ω in te...
We prove upper and lower bounds on the size of unknown defects, like cavities or rigid inclusions, i...
We deal with the problem of determining an unknown part of the boundary of an electrical conductor t...
In this paper we estimate the size of a measurable inclusion in terms of power measurements for a si...
This work deals with the so-called size estimates approach for detecting inclusions in electrical co...
We derive upper and lower estimates of the area of unknown defects in the form of either cavities or...
The size estimates approach for Electrical Impedance Tomography (EIT) allows for estimating the size...
The size estimates approach for Electrical Impedance Tomography (EIT) allows for estimating the size...
In this talk I shall address a class of inverse problems associated to boundary value problems in wh...
In this paper we deal with an inverse boundary value problem which is a special instance of the well...
We derive estimates on the volume of an unknown inclusion in an electrically conducting body from cu...
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
We consider the problem of detecting elastic inclusions in elastic bodies by means of mechanical bou...
Abstract- The inverse problem of reconstructing, from boundary measurements, the position, the shape...