The method consists of: (a) transforming the inverse conductivity problem into a potential problem in a semi-infinite domain, (b) obtaining a Fredholm integral equation (FIE) of the 1st kind, (c) achieving the existence by regularization, (d) expanding the kernel of the FIE by eigenfunctions, and (e) implementing the inversion algorithm.
Crosta, G. (2004). Mathematical Review: MR2015265 (2004j:35295) Ciulli, S; Pidcock, MK; Sebu, C. On the inverse conductivity problem in the half space. MATHEMATICAL REVIEWS.
Mathematical Review: MR2015265 (2004j:35295) Ciulli, S; Pidcock, MK; Sebu, C. On the inverse conductivity problem in the half space
CROSTA, GIOVANNI FRANCO FILIPPO
2004
Abstract
The method consists of: (a) transforming the inverse conductivity problem into a potential problem in a semi-infinite domain, (b) obtaining a Fredholm integral equation (FIE) of the 1st kind, (c) achieving the existence by regularization, (d) expanding the kernel of the FIE by eigenfunctions, and (e) implementing the inversion algorithm.
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