We address the reconstruction of a 3D image from a set of incomplete X-ray tomographic data. In the case where the image is composed of one or several objects lying in a uniform background, we define a sparse parameterization by considering the active voxels, i.e., the voxels that do not lay inside the background. Estimation of the active voxel densities is performed using the maximum a posteriori (MAP) estimator. In order to implement sparse parameter estimation, we design an original multiresolution scheme, which handles coarse to fine resolution images. This scheme affords automatic selection of active voxels at each resolution level, and provides a drastic decrease of the computation time. We finally show the performance of our method o...
In this dissertation, the process of recovering structure from sparse data is discussed. Specificall...
We apply time-frequency and multiresolution representations to three problems of image reconstructio...
We propose a novel statistical formulation of the image-reconstruction problem from noisy linear mea...
We study the reconstruction of a 3D image from a limited set of radiographs. In nondestructive testi...
International audienceThis paper is about 3D image reconstruction from a limited set of computed tom...
This dissertation presents efficient implementations of iterative X-rays image reconstruction method...
International audienceRecent progress in X-ray CT is contributing to the advent of new clinical appl...
We propose a scaled gradient projection algorithm for the reconstruction of 3D X-ray tomographic ima...
We propose a scaled gradient projection algorithm for the reconstruction of 3D X-ray tomographic ima...
Abstract X-ray tomography is a reliable tool for determining the inner structure of 3-D object with...
International audienceUnsupervised iterative reconstruction algorithms based on a Bayesian approach ...
We describe and demonstrate a hierarchical reconstruction algorithm for use in noisy and limitedangl...
In this dissertation, the process of recovering structure from sparse data is dis-cussed. Specifical...
The problem of reconstructing an image from a set of tomographic data is not new, nor is it lacking ...
This paper introduces a new shape-based image reconstruction technique appli-cable to a large class ...
In this dissertation, the process of recovering structure from sparse data is discussed. Specificall...
We apply time-frequency and multiresolution representations to three problems of image reconstructio...
We propose a novel statistical formulation of the image-reconstruction problem from noisy linear mea...
We study the reconstruction of a 3D image from a limited set of radiographs. In nondestructive testi...
International audienceThis paper is about 3D image reconstruction from a limited set of computed tom...
This dissertation presents efficient implementations of iterative X-rays image reconstruction method...
International audienceRecent progress in X-ray CT is contributing to the advent of new clinical appl...
We propose a scaled gradient projection algorithm for the reconstruction of 3D X-ray tomographic ima...
We propose a scaled gradient projection algorithm for the reconstruction of 3D X-ray tomographic ima...
Abstract X-ray tomography is a reliable tool for determining the inner structure of 3-D object with...
International audienceUnsupervised iterative reconstruction algorithms based on a Bayesian approach ...
We describe and demonstrate a hierarchical reconstruction algorithm for use in noisy and limitedangl...
In this dissertation, the process of recovering structure from sparse data is dis-cussed. Specifical...
The problem of reconstructing an image from a set of tomographic data is not new, nor is it lacking ...
This paper introduces a new shape-based image reconstruction technique appli-cable to a large class ...
In this dissertation, the process of recovering structure from sparse data is discussed. Specificall...
We apply time-frequency and multiresolution representations to three problems of image reconstructio...
We propose a novel statistical formulation of the image-reconstruction problem from noisy linear mea...