Quality control of 3D reflective tomography
Résumé
Reflective tomography is an emerging method in three-dimensional optical imaging. It is unknown in mathematical communities, whereas justifying this process is a mathematical challenge. Thus we propose to formulate a mathematical model describing a full process of 3D reflective tomography. Then we check numerically the quality of the method over original examples, using new parameters of quality control. This work is aimed mainly at applied mathematicians or opticians who would like to discover or deepen 3D reflective tomography.
Origine : Fichiers produits par l'(les) auteur(s)
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