@article {Akduman:2002:0266-5611:1659,
	author = "Akduman I.",
	author = "Kress R.",
	title = "Electrostatic imaging via conformal mapping",
	journal = "Inverse Problems",
	volume = "18",
	year = "2002",
	abstract = "<P>We present the solution of an inverse boundary value problem for harmonic functions arising in electrostatic imaging through conformal mapping techniques. The numerical method consists of two parts. In a first step, by successive approximations a nonlinear equation is solved to determine the boundary values of a holomorphic function on the outer boundary circle of an annulus. Then in a second step an ill-posed Cauchy problem is solved to determine the holomorphic function in the annulus. The method extends and modifies an earlier analysis of Idemen and Akduman (Idemen M and Akduman I 1988 <I>SIAM J. Appl. Math.</I><B>48</B>703-18). We establish a convergence result for the iteration procedure and through numerical examples we illustrate the feasibility of the method. </P>",
	pages = "1659-1672(14)",
	url = "http://www.ingentaconnect.com/content/iop/ip/2002/00000018/00000006/art00315"
}