In this paper we give new insights into quantitative microwave tomography with robust Huber regularizer and Gauss-Newton optimization. Firstly, we validate this approach for the first time on real electromagnetic measurements. Secondly, we extend the framework with a modified Huber function, which behaves like TV regularization. This is interesting for reconstructing piece-wise constant permittivities that appear in non-destructive testing of installations and other man-made objects
We present an analysis of weakly convex discontinuity adaptive (WCDA) models for regularizing three-...
In recent years, microwave imaging has been recognized as a promising non-ionizing and non-invasive ...
A simple and efficient method for data inversion in microwave imaging is proposed. The approach is b...
In statistical theory, the Huber function yields robust estimations reducing the effect of outliers....
The Huber function is known to yield robust estimations reducing the effect of outliers. We introduc...
Reconstruction of inhomogeneous dielectric objects from microwave scattering by means of quantitativ...
Breast tumor detection with microwaves is based on the difference in dielectric properties between n...
International audienceA reconstruction algorithm is detailed for three-dimensional full-vectorial mi...
Microwave tomography is a promising method for the breast cancer imaging. Dielectric properties of t...
Quantitative active microwave imaging for breast cancer screening and therapy monitoring application...
Reconstruction of inhomogeneous dielectric objects from microwave scattering is a nonlinear and ill-...
Microwave imaging systems are acquiring an ever growing importance. In order to tackle the nonlinear...
Abstract: The application of a three-dimensional Vectorial Quantitative Microwave Tomography (VQMT) ...
We develop a new regularization approach for 3D quantitative microwave tomography, based on a discon...
649-653An inverse iterative algorithm for microwave imaging based on moment method solution is pres...
We present an analysis of weakly convex discontinuity adaptive (WCDA) models for regularizing three-...
In recent years, microwave imaging has been recognized as a promising non-ionizing and non-invasive ...
A simple and efficient method for data inversion in microwave imaging is proposed. The approach is b...
In statistical theory, the Huber function yields robust estimations reducing the effect of outliers....
The Huber function is known to yield robust estimations reducing the effect of outliers. We introduc...
Reconstruction of inhomogeneous dielectric objects from microwave scattering by means of quantitativ...
Breast tumor detection with microwaves is based on the difference in dielectric properties between n...
International audienceA reconstruction algorithm is detailed for three-dimensional full-vectorial mi...
Microwave tomography is a promising method for the breast cancer imaging. Dielectric properties of t...
Quantitative active microwave imaging for breast cancer screening and therapy monitoring application...
Reconstruction of inhomogeneous dielectric objects from microwave scattering is a nonlinear and ill-...
Microwave imaging systems are acquiring an ever growing importance. In order to tackle the nonlinear...
Abstract: The application of a three-dimensional Vectorial Quantitative Microwave Tomography (VQMT) ...
We develop a new regularization approach for 3D quantitative microwave tomography, based on a discon...
649-653An inverse iterative algorithm for microwave imaging based on moment method solution is pres...
We present an analysis of weakly convex discontinuity adaptive (WCDA) models for regularizing three-...
In recent years, microwave imaging has been recognized as a promising non-ionizing and non-invasive ...
A simple and efficient method for data inversion in microwave imaging is proposed. The approach is b...