Changes and Enhancements for Release 2.0: 4 papers have been added to SparseLab 200: "Fast Solution of l1-norm Minimization Problems When the Solutions May be Sparse"; "Why Simple Shrinkage is Still Relevant For Redundant Representations"; "Stable Recovery of Sparse Overcomplete Representations in the Presence of Noise"; "On the Stability of Basis Pursuit in the Presence of Noise." SparseLab is a library of Matlab routines for finding sparse solutions to underdetermined systems. The library is available free of charge over the Internet. Versions are provided for Macintosh, UNIX and Windows machines. Downloading and installation instructions are given here. SparseLab has over 400 .m files which are documented, indexed and cross-referenced in...
We want to use a variety of sparseness measured applied to ‘the minimal L1 norm representation' of a...
Due to the capability of effectively learning intrinsic structures from high-dimensional data, techn...
A sparse matrix is a matrix with very few nonzero elements. Many applications in diverse fields gi...
Changes and Enhancements for Release 2.0: 4 papers have been added to SparseLab 2.0: "Fast Solution ...
Abstract. We have extended the matrix computation language and environment Matlab to include sparse ...
We formulate the sparse classification problem of n samples with p features as a binary convex optim...
The principal focus of this thesis is the exploration of sparse structures in a variety of statistic...
thesisScientific libraries are written in a general way in anticipation of a variety of use cases th...
SparseM provides some basic R functionality for linear algebra with sparse matrices. Use of the pack...
Progress in Machine Learning is being driven by continued growth in model size, training data and al...
This dissertation studies deconvolution problems of how structured sparse signals appear in nature, ...
Applications in biotechnology such as gene expression analysis and image processing have led to a tr...
International audienceIn recent years, a large amount of multi-disciplinary research has been conduc...
In many situations, a solution to a practical problem is sparse, i.e., corresponds to the case when ...
Arguably one of the most notable forms of the principle of parsimony was formulated by the philosoph...
We want to use a variety of sparseness measured applied to ‘the minimal L1 norm representation' of a...
Due to the capability of effectively learning intrinsic structures from high-dimensional data, techn...
A sparse matrix is a matrix with very few nonzero elements. Many applications in diverse fields gi...
Changes and Enhancements for Release 2.0: 4 papers have been added to SparseLab 2.0: "Fast Solution ...
Abstract. We have extended the matrix computation language and environment Matlab to include sparse ...
We formulate the sparse classification problem of n samples with p features as a binary convex optim...
The principal focus of this thesis is the exploration of sparse structures in a variety of statistic...
thesisScientific libraries are written in a general way in anticipation of a variety of use cases th...
SparseM provides some basic R functionality for linear algebra with sparse matrices. Use of the pack...
Progress in Machine Learning is being driven by continued growth in model size, training data and al...
This dissertation studies deconvolution problems of how structured sparse signals appear in nature, ...
Applications in biotechnology such as gene expression analysis and image processing have led to a tr...
International audienceIn recent years, a large amount of multi-disciplinary research has been conduc...
In many situations, a solution to a practical problem is sparse, i.e., corresponds to the case when ...
Arguably one of the most notable forms of the principle of parsimony was formulated by the philosoph...
We want to use a variety of sparseness measured applied to ‘the minimal L1 norm representation' of a...
Due to the capability of effectively learning intrinsic structures from high-dimensional data, techn...
A sparse matrix is a matrix with very few nonzero elements. Many applications in diverse fields gi...