2019
DOI: 10.1007/s11063-019-10150-5
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Compressive Sensing of Multichannel EEG Signals Based on Graph Fourier Transform and Cosparsity

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Cited by 8 publications
(10 citation statements)
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“…First, they obtained the s p norm along with the decorrelation transformation of EEG data, and then double temporal sparsity-based reconstruction algorithm has been applied for the signal reconstruction. Few other recent studies [81] have also shown that combining cosparsity and low-rank property usually results in efficient CS reconstruction of multichannel EEG signals. However, these studies rarely incorporated the effect of noise in their studies.…”
Section: Reconstruction Algorithmsmentioning
confidence: 92%
“…First, they obtained the s p norm along with the decorrelation transformation of EEG data, and then double temporal sparsity-based reconstruction algorithm has been applied for the signal reconstruction. Few other recent studies [81] have also shown that combining cosparsity and low-rank property usually results in efficient CS reconstruction of multichannel EEG signals. However, these studies rarely incorporated the effect of noise in their studies.…”
Section: Reconstruction Algorithmsmentioning
confidence: 92%
“…This may also degrade the performance of the reconstruction method. In order to enforce inherent correlation across different channels and cosparsity of multichannel EEG signals, X. Zou et al [81] proposed a graph Fourier transform and nonconvex optimization (GFTN)-based method, which can exploit the accurate adjacent relationship between the real physical channels. Similar to [80], this work also used ADMM for signal reconstruction.…”
Section: Reconstruction Algorithmsmentioning
confidence: 99%
“…First, they obtained the norm along with the decorrelation transformation of EEG data, and then double temporal sparsity-based reconstruction algorithm has been applied for the signal reconstruction. Few other recent studies [ 81 ] have also shown that combining cosparsity and low-rank property usually results in efficient CS reconstruction of multichannel EEG signals. However, these studies rarely incorporated the effect of noise in their studies.…”
Section: Cs For Eeg Signalmentioning
confidence: 99%
“…To improve the performance of the compressive sensing approach for EEG signal Fourier transform and the non-convex optimizationbased algorithm is used. Normalized Mean square error is calculated for the recovered EEG signal [1]. Another work in Mohammad Salim is with Malaviya National Institute of Technology, India (e-mail: 2018rec9028@mnit.ac.in, msalim.ece@mnit.ac.in).…”
Section: Compressive Sensing Framework For Eeg Signalmentioning
confidence: 99%