ICASSP 2014 proceedingsInternational audienceA sparse or compressible signal can be recovered from a certain number of noisy random projections, smaller than what dictated by classic Shannon/Nyquist theory. In this paper, we derive the closed-form expression of the mean square error performance of the oracle receiver, knowing the sparsity pattern of the signal. With respect to existing bounds, our result is exact and does not depend on a particular realization of the sensing matrix. Moreover, our result holds irrespective of whether the noise affecting the measurements is white or correlated. Numerical results show a perfect match between equations and simulations, confirming the validity of the result
This thesis deals with an emerging area of signal processing, called Compressive Sensing (CS), that ...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
We consider correlated and distributed sources without cooperation at the encoder. For these sources...
ICASSP 2014 proceedingsInternational audienceA sparse or compressible signal can be recovered from a...
ICASSP 2014 proceedingsInternational audienceA sparse or compressible signal can be recovered from a...
A sparse or compressible signal can be recovered from a certain number of noisy random projections, ...
This article discusses the performance of the oracle receiver in terms of the nor-malized mean squar...
Compressed sensing (CS) has in recent years become a very popular way of sampling sparse signals. Th...
We consider correlated and distributed sources without cooperation at the encoder. For these sources...
IEEE Transactions on CommunicationsInternational audienceWe consider correlated and distributed sour...
International audienceCompressed sensing (CS) enables measurement reconstruction by using sampling r...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
Compressive sampling (CoSa) is a new methodology which demonstrates that sparse signals can be recov...
This thesis deals with an emerging area of signal processing, called Compressive Sensing (CS), that ...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
We consider correlated and distributed sources without cooperation at the encoder. For these sources...
ICASSP 2014 proceedingsInternational audienceA sparse or compressible signal can be recovered from a...
ICASSP 2014 proceedingsInternational audienceA sparse or compressible signal can be recovered from a...
A sparse or compressible signal can be recovered from a certain number of noisy random projections, ...
This article discusses the performance of the oracle receiver in terms of the nor-malized mean squar...
Compressed sensing (CS) has in recent years become a very popular way of sampling sparse signals. Th...
We consider correlated and distributed sources without cooperation at the encoder. For these sources...
IEEE Transactions on CommunicationsInternational audienceWe consider correlated and distributed sour...
International audienceCompressed sensing (CS) enables measurement reconstruction by using sampling r...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
Compressive sampling (CoSa) is a new methodology which demonstrates that sparse signals can be recov...
This thesis deals with an emerging area of signal processing, called Compressive Sensing (CS), that ...
International audienceCompressed sensing (CS) is a promising emerging domain which outperforms the c...
We consider correlated and distributed sources without cooperation at the encoder. For these sources...