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Items where Author is "Kray, Marie"

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Group by: Date | Item Type | Refereed
Jump to: 2017 | 2016 | 2015 | 2014 | August 2013 | 2013
Number of items: 9.

2017

Grote, Marcus J. and Kray, Marie and Nahum, Uri. (2017) Adaptive eigenspace method for inverse scattering problems in the frequency domain. Inverse Problems, 33 (2). 025006.

Grote, Marcus J. and Kray, Marie and Nataf, Frédéric and Assous, Franck. (2017) Time-dependent wave splitting and source separation. Journal of Computational Physics, 330. pp. 981-996.

2016

Grote, Marcus and Kray, Marie and Nahum, Uri. (2016) Adaptive eigenspace method for inverse scattering problems in the frequency domain. Preprints Fachbereich Mathematik, 2016 (13).

2015

Assous, Franck and Nataf, Frédéric and Grote, Marcus and Kray, Marie. (2015) Time-dependent wave splitting and source separation. Preprints Fachbereich Mathematik, 2015 (30).

Grote, Marcus J. and Kray, Marie and Nataf, Frédéric and Assous, Franck. (2015) Wave splitting for time-dependent scattered field separation. Comptes rendus mathematique, 353 (6). pp. 523-527.

Grote, Marcus and Kray, Marie and Nataf, Frederic and Assous, Frank. (2015) Wave-Splitting for Time-Dependent Scattered Field Separation. In: 12th International Conference on Mathematical and Numerical Aspects of Wave Propagation. Karlsruhe, pp. 292-293.

2014

Grote, Marcus and Kray, Marie and Nataf, Frédéric and Assous, Franck. (2014) Wave splitting for time-dependent scattered field separation -- Décomposition d'ondes pour la séparation de champs diffractésdans le domaine temporel. Preprints Fachbereich Mathematik, 2014 (21).

August 2013

de Buhan, Maya and Kray, Marie. (2013) A new approach to solve the inverse scattering problem for waves: combining the TRAC and the Adaptive Inversion methods. Inverse problems, 29 (8). 085009.

2013

Assous, Frank and Grote, Marcus J. and Kray, Marie and Nataf, Frederic. (2013) Time-reversed absorbing conditions (TRAC): discrimination between one and two nearby inclusions in the partial aperture case. In: Proceedings of 11th international conference on mathematical and numerical aspects of wave propagation (WAVES 2013). [s.l.], pp. 137-138.

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