In this paper, we present an approach to the nonlinear inverse scattering problem using the
extended Born approximation (EBA) on the basis of methods from the fields of multiscale …

The application of multiscale and stochastic techniques to the solution of a linearized
inverse scattering problem is presented. This approach allows for the explicit and easy …

A convenient rewriting of the pertinent integral equation is exploited to introduce a new
model for two-dimensional electromagnetic scattering by dielectric objects in lossy media …

In this paper; we present an approach to nonlinear inverse scattering problem using
wavelets and least square estimation. Considering a slab of inhomogeneous medium an …

We investigate solving the electromagnetic inverse scattering problem using the distorted
Born iterative method (DBIM) in conjunction with a variable-selection approach known as …

We present a fast computational framework for the inverse medium problem in scattering, ie
we look at discretization, reconstruction and numerical performance. The Helmholtz …

Nonlinear inverse problems in electromagnetics are typically solved by dividing the Earth
into cells of constant conductivity, linearizing the equations about a current model …

Inverse problems occur in a wide range of scientific applications, such as in the fields of
signal processing, medical imaging, or geophysics. This work aims to present to the field …

With reference to the case of TM data, in this paper we test the reconstruction capabilities of
a recently proposed inverse scattering approach: the contrast source extended Born (CS …

This book started as a set of lectures in computational science for inverse problems where
electromagnetics was used as an example. Talking with many graduate students and other …