110 research outputs found
Compressive Source Separation: Theory and Methods for Hyperspectral Imaging
With the development of numbers of high resolution data acquisition systems
and the global requirement to lower the energy consumption, the development of
efficient sensing techniques becomes critical. Recently, Compressed Sampling
(CS) techniques, which exploit the sparsity of signals, have allowed to
reconstruct signal and images with less measurements than the traditional
Nyquist sensing approach. However, multichannel signals like Hyperspectral
images (HSI) have additional structures, like inter-channel correlations, that
are not taken into account in the classical CS scheme. In this paper we exploit
the linear mixture of sources model, that is the assumption that the
multichannel signal is composed of a linear combination of sources, each of
them having its own spectral signature, and propose new sampling schemes
exploiting this model to considerably decrease the number of measurements
needed for the acquisition and source separation. Moreover, we give theoretical
lower bounds on the number of measurements required to perform reconstruction
of both the multichannel signal and its sources. We also proposed optimization
algorithms and extensive experimentation on our target application which is
HSI, and show that our approach recovers HSI with far less measurements and
computational effort than traditional CS approaches.Comment: 32 page
Structured Sparsity Models for Multiparty Speech Recovery from Reverberant Recordings
We tackle the multi-party speech recovery problem through modeling the
acoustic of the reverberant chambers. Our approach exploits structured sparsity
models to perform room modeling and speech recovery. We propose a scheme for
characterizing the room acoustic from the unknown competing speech sources
relying on localization of the early images of the speakers by sparse
approximation of the spatial spectra of the virtual sources in a free-space
model. The images are then clustered exploiting the low-rank structure of the
spectro-temporal components belonging to each source. This enables us to
identify the early support of the room impulse response function and its unique
map to the room geometry. To further tackle the ambiguity of the reflection
ratios, we propose a novel formulation of the reverberation model and estimate
the absorption coefficients through a convex optimization exploiting joint
sparsity model formulated upon spatio-spectral sparsity of concurrent speech
representation. The acoustic parameters are then incorporated for separating
individual speech signals through either structured sparse recovery or inverse
filtering the acoustic channels. The experiments conducted on real data
recordings demonstrate the effectiveness of the proposed approach for
multi-party speech recovery and recognition.Comment: 31 page
Deep MR Fingerprinting with total-variation and low-rank subspace priors
Deep learning (DL) has recently emerged to address the heavy storage and
computation requirements of the baseline dictionary-matching (DM) for Magnetic
Resonance Fingerprinting (MRF) reconstruction. Fed with non-iterated
back-projected images, the network is unable to fully resolve
spatially-correlated corruptions caused from the undersampling artefacts. We
propose an accelerated iterative reconstruction to minimize these artefacts
before feeding into the network. This is done through a convex regularization
that jointly promotes spatio-temporal regularities of the MRF time-series.
Except for training, the rest of the parameter estimation pipeline is
dictionary-free. We validate the proposed approach on synthetic and in-vivo
datasets
Balanced multi-shot EPI for accelerated Cartesian MRF: An alternative to spiral MRF
The main purpose of this study is to show that a highly accelerated Cartesian
MRF scheme using a multi-shot EPI readout (i.e. multi-shot EPI-MRF) can produce
good quality multi-parametric maps such as T1, T2 and proton density (PD) in a
sufficiently short scan duration that is similar to conventional MRF. This
multi-shot approach allows considerable subsampling while traversing the entire
k-space trajectory, can yield better SNR, reduced blurring, less distortion and
can also be used to collect higher resolution data compared to existing
single-shot EPI-MRF implementations. The generated parametric maps are compared
to an accelerated spiral MRF implementation with the same acquisition
parameters to evaluate the performance of this method. Additionally, an
iterative reconstruction algorithm is applied to improve the accuracy of
parametric map estimations and the fast convergence of EPI-MRF is also
demonstrated.Comment: Proceedings of the Joint Annual Meeting ISMRM-ESMRMB 2018 - Pari
A temporal multiscale approach for MR Fingerprinting
Quantitative MRI (qMRI) is becoming increasingly important for research and
clinical applications, however, state-of-the-art reconstruction methods for
qMRI are computationally prohibitive. We propose a temporal multiscale approach
to reduce computation times in qMRI. Instead of computing exact gradients of
the qMRI likelihood, we propose a novel approximation relying on the temporal
smoothness of the data. These gradients are then used in a coarse-to-fine (C2F)
approach, for example using coordinate descent. The C2F approach was also found
to improve the accuracy of solutions, compared to similar methods where no
multiscaling was used.Comment: 4 pages, 3 figures. Title revise
A temporal multiscale approach for MR Fingerprinting
Quantitative MRI (qMRI) is becoming increasingly important for research and clinical applications, however, state-of-the-art reconstruction methods for qMRI are computationally prohibitive. We propose a temporal multiscale approach to reduce computation times in qMRI. Instead of computing exact gradients of the qMRI likelihood, we propose a novel approximation relying on the temporal smoothness of the data. These gradients are then used in a coarse-to-fine (C2F) approach, for example using coordinate descent. The C2F approach was also found to improve the accuracy of solutions, compared to similar methods where no multiscaling was used
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