Let 1nR ×∈s be a signal of interest and consider compressive sampling of s by linear projection =y P s with m nR ×∈P and m n . Let n LR ×∈D with L n ≥ be a dictionary that sparsifies s: =s Dθ where θ is sparse or near sparse. By convention the 2-norm of each column of D is normalized to unity. The compressed measurement can be expressed as =y PDθ where the product matrix = PDD is called effective dictionary
This article presents novel results concerning the recovery of signals from undersampled data in the...
This article presents novel results concerning the recovery of signals from undersampled data in the...
performance of the sparsest approximation in a dictionary François Malgouyres⋆ and Mila Nikolova• A...
Sparsity as a powerful instrument in signal processing is now commonplace. However, it is also well ...
International audienceIn dictionary learning, a desirable property for the dictionary is to be of lo...
In this paper we define a new coherence index, named the global 2-coherence, of a given dictionary a...
Abstract—Recovering signals that has a sparse representation from a given set of linear measurements...
Conventional dictionary learning frameworks attempt to find a set of atoms that promote both signal ...
In this paper we define a new coherence index, named 2-coherence, of a given dictionary and study it...
In this paper the problem of Compressive Sensing (CS) is addressed. The focus is on estimating a pro...
By solving a linear inverse problem under a sparsity constraint, one can successfully recover the co...
Dictionary learning problem has become an active topic for decades. Most existing learning methods t...
Compressed sensing takes advantage that most of the natural signals can be sparsely represented via ...
AbstractThis article presents novel results concerning the recovery of signals from undersampled dat...
Let A be a matrix of size N × M (a dictionary) and let ‖ · ‖ be a norm on N. For any data d ∈ N, w...
This article presents novel results concerning the recovery of signals from undersampled data in the...
This article presents novel results concerning the recovery of signals from undersampled data in the...
performance of the sparsest approximation in a dictionary François Malgouyres⋆ and Mila Nikolova• A...
Sparsity as a powerful instrument in signal processing is now commonplace. However, it is also well ...
International audienceIn dictionary learning, a desirable property for the dictionary is to be of lo...
In this paper we define a new coherence index, named the global 2-coherence, of a given dictionary a...
Abstract—Recovering signals that has a sparse representation from a given set of linear measurements...
Conventional dictionary learning frameworks attempt to find a set of atoms that promote both signal ...
In this paper we define a new coherence index, named 2-coherence, of a given dictionary and study it...
In this paper the problem of Compressive Sensing (CS) is addressed. The focus is on estimating a pro...
By solving a linear inverse problem under a sparsity constraint, one can successfully recover the co...
Dictionary learning problem has become an active topic for decades. Most existing learning methods t...
Compressed sensing takes advantage that most of the natural signals can be sparsely represented via ...
AbstractThis article presents novel results concerning the recovery of signals from undersampled dat...
Let A be a matrix of size N × M (a dictionary) and let ‖ · ‖ be a norm on N. For any data d ∈ N, w...
This article presents novel results concerning the recovery of signals from undersampled data in the...
This article presents novel results concerning the recovery of signals from undersampled data in the...
performance of the sparsest approximation in a dictionary François Malgouyres⋆ and Mila Nikolova• A...