Iterative method for solving a three-dimensional electrical impedance tomography problem in the case of piecewise constant conductivity and one measurement on the boundary

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Action	Title	Year	Authors
+	Numerical solution method for the electric impedance tomography problem in the case of piecewise constant conductivity and several unknown boundaries	2016	S. V. Gavrilov А. М. Денисов
+	A numerical method for solving a three-dimensional electrical impedance tomography problem in the case of the data given on part of the boundary	2016	S. V. Gavrilov А. М. Денисов

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+	A real time algorithm for the location search of discontinuous conductivities with one measurement	2001	Oh In Kwon Jin Keun Seo Jeong‐Rock Yoon
+	Numerical implementation of two noniterative methods for locating inclusions by impedance tomography	2000	Martin Brühl Martin Hanke
+	Numerical methods for some inverse problems of heart electrophysiology	2009	А. М. Денисов Е. В. Захаров А. В. Калинин В. В. Калинин
+	On the inverse conductivity problem with one measurement	1990	Victor Isakov Jeffrey O. Powell
+	Numerical method for determining the inhomogeneity boundary in the Dirichlet problem for Laplace’s equation in a piecewise homogeneous medium	2010	S. V. Gavrilov А. М. Денисов
+	The layer potential technique for the inverse conductivity problem	1996	Hyeonbae Kang Jin Keun Seo
+ PDF Chat	Stability for an inverse problem in potential theory	1992	Hamid Bellout Avner Friedman Victor Isakov
+	Inverse Conductivity Problem with One Measurement: Uniqueness of Balls in $\Bbb R^3$	1999	Hyeonbae Kang Jin Keun Seo
+	Nonlinear integral equations for the inverse electrical impedance problem	2007	Harry Eckel Rainer Kreß
+	Electrical impedance tomography	2002	Liliana Borcea