@misc{KleefeldKirsch, author = {Kleefeld, Andreas and Kirsch, Andreas}, title = {The factorization method for a conductive boundary condition}, series = {Journal of Integral Equations and Applications}, volume = {24}, journal = {Journal of Integral Equations and Applications}, number = {4}, issn = {0897-3962}, doi = {10.1216/JIE-2012-24-4-575}, pages = {575 -- 601}, abstract = {In this article, the inverse scattering problem for obstacles with conductive boundary conditions is considered. The problem at hand is solved with the Factorization Method; that is, the operator and its factorization is derived. To obtain generic far field data for several obstacles the boundary element method is employed to solve the integral equation numerically. The far field data are highly accurate due to superconvergence. Finally, we show that we are able to reconstruct several obstacles and thus confirm the validity of the new operator factorization.}, language = {en} }