The integration of the Inexact-Newton method within a multi-scaling strategy is assessed in the framework of the contrast field formulation of the electromagnetic inverse scattering. Thanks to the features of the integrated approach, the technique is expected to suitably face the non-linearity and the ill-posedness/ill-conditioning issues of the imaging problem. A numerical validation dealing with different objects, measurement setups, and noise conditions is carried out to provide evidence of the method premises pointing out features and potentialities as well as current limitations. The validation is completed with comparisons with state-of-the-art bare approaches
This paper deals with the inverse scattering problem for electromagnetic imaging. In particular, a r...
A recently proposed inverse scattering method is assessed against some of the real input data measur...
An approach to solve the inverse scattering problem for imaging applications is presented. The propo...
The integration of the inexact Newton method within a multiscaling strategy is assessed in the frame...
International audienceA microwave imaging technique based on the integration of the Inexact-Newton m...
We introduce a new imaging technique that integrates the inexact Newton method into a multifocusing ...
International audienceThis paper presents an integrated inverse scattering approach to electromagnet...
A numerical comparison of two innovative microwave imaging strategies is presented. To effectively t...
The integration of the Iterative Multi-Scaling Multi- Region (IMSMR) procedure and the Inexact-Newto...
In this paper the reconstruction of a shallow buried object is addressed by an electromagnetic inver...
A novel approach for three-dimensional electromagnetic imaging is presented. This technique is a com...
In this paper an approach to invert measured data in electromagnetic imaging based on inverse scatte...
International audienceIn this paper an Inexact-Newton method, based on the truncated Landweber algor...
The integration of an iterative multi-scaling approach (IMSA) with the Inexact Newton (IN) method is...
An electromagnetic inverse scattering procedure for the reconstruction of shallow buried objects in ...
This paper deals with the inverse scattering problem for electromagnetic imaging. In particular, a r...
A recently proposed inverse scattering method is assessed against some of the real input data measur...
An approach to solve the inverse scattering problem for imaging applications is presented. The propo...
The integration of the inexact Newton method within a multiscaling strategy is assessed in the frame...
International audienceA microwave imaging technique based on the integration of the Inexact-Newton m...
We introduce a new imaging technique that integrates the inexact Newton method into a multifocusing ...
International audienceThis paper presents an integrated inverse scattering approach to electromagnet...
A numerical comparison of two innovative microwave imaging strategies is presented. To effectively t...
The integration of the Iterative Multi-Scaling Multi- Region (IMSMR) procedure and the Inexact-Newto...
In this paper the reconstruction of a shallow buried object is addressed by an electromagnetic inver...
A novel approach for three-dimensional electromagnetic imaging is presented. This technique is a com...
In this paper an approach to invert measured data in electromagnetic imaging based on inverse scatte...
International audienceIn this paper an Inexact-Newton method, based on the truncated Landweber algor...
The integration of an iterative multi-scaling approach (IMSA) with the Inexact Newton (IN) method is...
An electromagnetic inverse scattering procedure for the reconstruction of shallow buried objects in ...
This paper deals with the inverse scattering problem for electromagnetic imaging. In particular, a r...
A recently proposed inverse scattering method is assessed against some of the real input data measur...
An approach to solve the inverse scattering problem for imaging applications is presented. The propo...