The stability issue for the inverse problem of the determination of interior and boundary defects in a planar inhomogeneous conductor by a finite number of electrostatic measurements on the boundary is considered. Essentially optimal stability estimates are obtained.
Optimal stability estimates for the determination of defects by electrostatic measurements / L. Rondi. - In: INVERSE PROBLEMS. - ISSN 0266-5611. - 15:5(1999), pp. 1193-1212.
Optimal stability estimates for the determination of defects by electrostatic measurements
L. Rondi
1999
Abstract
The stability issue for the inverse problem of the determination of interior and boundary defects in a planar inhomogeneous conductor by a finite number of electrostatic measurements on the boundary is considered. Essentially optimal stability estimates are obtained.
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