International audienceWe investigate the computational performance of the sparse vs cosparse regularizations applied to physics-driven inverse problems, relative to the amount of measurements. Our results show that, despite nominal equivalence of the two models in the given context, the analysis-based optimization benefits from an increase in the volume of available data, while the synthesis one does not
International audienceWe discuss recent results on sparse recovery for inverse potential problem wit...
International audienceWe discuss a long-lasting {\em qui pro quo} between regularization-based and B...
International audienceIn the past decade there has been a great interest in a synthesis-based model ...
International audienceWe investigate the computational performance of the sparse vs cosparse regular...
International audienceSparse data models are powerful tools for solving ill-posed inverse problems. ...
International audienceSolving an underdetermined inverse problem implies the use of a regularization...
International audienceRecently, a regularization framework for ill-posed inverse problems governed b...
International audienceSparsity constraints are now very popular to regularize inverse problems. We r...
Preprint available on arXiv since 24 Jun 2011International audienceAfter a decade of extensive study...
International audienceRecently, a cosparse analysis model was introduced as an alternative to the st...
International audienceCosparse modeling is a recent alternative to sparse modeling, where the notion...
AbstractAfter a decade of extensive study of the sparse representation synthesis model, we can safel...
International audienceWe discuss recent results on sparse recovery for inverse potential problem wit...
International audienceWe discuss a long-lasting {\em qui pro quo} between regularization-based and B...
International audienceIn the past decade there has been a great interest in a synthesis-based model ...
International audienceWe investigate the computational performance of the sparse vs cosparse regular...
International audienceSparse data models are powerful tools for solving ill-posed inverse problems. ...
International audienceSolving an underdetermined inverse problem implies the use of a regularization...
International audienceRecently, a regularization framework for ill-posed inverse problems governed b...
International audienceSparsity constraints are now very popular to regularize inverse problems. We r...
Preprint available on arXiv since 24 Jun 2011International audienceAfter a decade of extensive study...
International audienceRecently, a cosparse analysis model was introduced as an alternative to the st...
International audienceCosparse modeling is a recent alternative to sparse modeling, where the notion...
AbstractAfter a decade of extensive study of the sparse representation synthesis model, we can safel...
International audienceWe discuss recent results on sparse recovery for inverse potential problem wit...
International audienceWe discuss a long-lasting {\em qui pro quo} between regularization-based and B...
International audienceIn the past decade there has been a great interest in a synthesis-based model ...