We establish an optimal stability estimate for the determination of a finite number of Lipschitz perfectly insulating cracks inside a planar conductor by performing two suitably chosen electrostatic boundary measurements. © 2005 Society for Industrial and Applied Mathematics
We consider a conducting body which presents some (unknown) perfectly insulating defects, such as cr...
AbstractThis paper develops a fast, simple algorithm for locating one or more perfectly insulating, ...
We deal with the determination of finitely many cavities in a planar inhomogeneous conductor from on...
We establish an optimal stability estimate for the determination of a finite number of Lipschitz per...
We consider the inverse boundary value problem of crack detection in a two-dimensional electrical co...
The stability issue for the inverse problem of the determination of interior and boundary defects in...
The inverse problem of the determination of boundary defects in a planar conductor by a finite numbe...
We prove a stability estimate for the inverse problem of cracks under essentially minimal regularity...
This paper develops a fast algorithm for locating one or more perfectly insulating, pair-wise disjoi...
We discuss uniqueness and optimal stability results for the determination of defects in planar condu...
The purpose of this letter is to describe the stability properties of the inverse problem of determi...
This work was partially supported by funds MURST 60%,40% and by IAC (CNR)Consiglio Nazionale delle R...
We consider a conducting body which presents some (unknown) perfectly insulating defects, such as cr...
AbstractThis paper develops a fast, simple algorithm for locating one or more perfectly insulating, ...
We deal with the determination of finitely many cavities in a planar inhomogeneous conductor from on...
We establish an optimal stability estimate for the determination of a finite number of Lipschitz per...
We consider the inverse boundary value problem of crack detection in a two-dimensional electrical co...
The stability issue for the inverse problem of the determination of interior and boundary defects in...
The inverse problem of the determination of boundary defects in a planar conductor by a finite numbe...
We prove a stability estimate for the inverse problem of cracks under essentially minimal regularity...
This paper develops a fast algorithm for locating one or more perfectly insulating, pair-wise disjoi...
We discuss uniqueness and optimal stability results for the determination of defects in planar condu...
The purpose of this letter is to describe the stability properties of the inverse problem of determi...
This work was partially supported by funds MURST 60%,40% and by IAC (CNR)Consiglio Nazionale delle R...
We consider a conducting body which presents some (unknown) perfectly insulating defects, such as cr...
AbstractThis paper develops a fast, simple algorithm for locating one or more perfectly insulating, ...
We deal with the determination of finitely many cavities in a planar inhomogeneous conductor from on...
DOI
Add to ORKG