We consider the case of a uniform plane conductor containing multiple inhomogeneities that can be represented as neighborhoods of segments. In this article we prove the Lipschitz continuous dependence of the segments from one boundary measurement of the steady state voltage potential.
Reconstruction of thin conductivity imperfections, II. The case of multiple segments / AMMARI H.; BERETTA E.; E. FRANCINI. - In: APPLICABLE ANALYSIS. - ISSN 0003-6811. - STAMPA. - 85:(2006), pp. 87-105. [10.1080/00036810500277736]
Reconstruction of thin conductivity imperfections, II. The case of multiple segments
FRANCINI, ELISA
2006
Abstract
We consider the case of a uniform plane conductor containing multiple inhomogeneities that can be represented as neighborhoods of segments. In this article we prove the Lipschitz continuous dependence of the segments from one boundary measurement of the steady state voltage potential.
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