Reflective filtered backprojection: numerical results
Résumé
This paper gives new insights on reflective tomography. It provides original numerical results both in 2D and 3D. They show that using the filtered backprojection on reflective images is a sensitivity analysis. By combination of the contrasts of the original images, this approach constructs indeed a volume whose most intense voxels are located near the surfaces of the original scene. Thus the combination of the FDK algorithm with the Maximum Intensity Projection is very relevant to generate new views of the considered scene. On numerical examples, we investigate the effect of the input contrasts, we show the robustness with respect to angle-dependancy and we show the stability. We also apply the method for a recognition problem from optronic images.
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