International audienceWe propose an unsupervised regularized inversion method for reconstruction of the 3D refractive index map of a sample in tomographic diffractive microscopy. It is based on the minimization of the generalized Stein’s unbiased risk estimator (GSURE) to automatically estimate optimal values for the hyperparameters of one or several regularization terms (sparsity, edge-preserving smoothness, total variation). We evaluate the performance of our approach on simulated and experimental limited-view data. Our results show that GSURE is an efficient criterion to find suitable regularization weights, which is a critical task, particularly in the context of reducing the amount of required data to allow faster yet efficient acquisi...
We have shown in [1] that the linear least-squares (LLS) estimate of the intensities of a 3-D object...
Abstract. In this paper, we focus on data-limited tomographic imaging problems where the un-derlying...
We investigate a non quadratic regularizer that is based on the Hes-sian operator for dealing with t...
International audienceWe propose an unsupervised regularized inversion method for reconstruction of ...
Regularized inverse approaches are now widely used for the three dimensional reconstructions in Tomo...
International audienceIn recent years, researchers have obtained impressive reconstructions of the r...
The inverse problem in the diffuse optical tomography is known to be nonlinear, ill-posed, and somet...
The inverse problem involving the determination of a three-dimensional biological structure from ima...
Inverse problem approaches for image reconstruction can improve resolution recovery over spatial fil...
This dataset contains 6 files with reconstrucions of 3 different types of cells (SH-SY5Y neuroblasto...
Microscopy plays an important role in providing tools to microscopically observe objects and their s...
We develop iterative diffraction tomography algorithms, which are similar to the distorted Born algo...
International audienceOptical diffraction tomography (ODT) allows one to quantitatively measure the ...
Getting the 3D-refractive index map of a specimen can be quantified using diffractive tomography, an...
The Bayesian approach has been proven to give a common estimation structure to existing image recons...
We have shown in [1] that the linear least-squares (LLS) estimate of the intensities of a 3-D object...
Abstract. In this paper, we focus on data-limited tomographic imaging problems where the un-derlying...
We investigate a non quadratic regularizer that is based on the Hes-sian operator for dealing with t...
International audienceWe propose an unsupervised regularized inversion method for reconstruction of ...
Regularized inverse approaches are now widely used for the three dimensional reconstructions in Tomo...
International audienceIn recent years, researchers have obtained impressive reconstructions of the r...
The inverse problem in the diffuse optical tomography is known to be nonlinear, ill-posed, and somet...
The inverse problem involving the determination of a three-dimensional biological structure from ima...
Inverse problem approaches for image reconstruction can improve resolution recovery over spatial fil...
This dataset contains 6 files with reconstrucions of 3 different types of cells (SH-SY5Y neuroblasto...
Microscopy plays an important role in providing tools to microscopically observe objects and their s...
We develop iterative diffraction tomography algorithms, which are similar to the distorted Born algo...
International audienceOptical diffraction tomography (ODT) allows one to quantitatively measure the ...
Getting the 3D-refractive index map of a specimen can be quantified using diffractive tomography, an...
The Bayesian approach has been proven to give a common estimation structure to existing image recons...
We have shown in [1] that the linear least-squares (LLS) estimate of the intensities of a 3-D object...
Abstract. In this paper, we focus on data-limited tomographic imaging problems where the un-derlying...
We investigate a non quadratic regularizer that is based on the Hes-sian operator for dealing with t...