2021
DOI: 10.1016/j.jneumeth.2021.109089
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Use of common average reference and large-Laplacian spatial-filters enhances EEG signal-to-noise ratios in intrinsic sensorimotor activity

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Cited by 34 publications
(26 citation statements)
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“…C3 and C4, respectively). This method enabled us to extract the task-related EEG signature and improve the signal-to-noise ratio of SMR signals ( McFarland et al, 1997 ; Tsuchimoto et al, 2021 ). In addition, the large Laplacian method is better matched to the topographical extent of the EEG control signal than the small Laplacian and ear reference methods McFarland et al, 1997 ; (3) a fast Fourier transform was applied to the spatially large Laplacian filtered EEG signals; (4) the power spectrum was calculated by calculating the square of the Fourier spectrum; (5) the alpha band power was obtained by averaging the power spectrum across the predefined alpha target frequencies from the EEG calibration session (described below); (6) the alpha band power was time-smoothed by averaging across the last five windows (i.e.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…C3 and C4, respectively). This method enabled us to extract the task-related EEG signature and improve the signal-to-noise ratio of SMR signals ( McFarland et al, 1997 ; Tsuchimoto et al, 2021 ). In addition, the large Laplacian method is better matched to the topographical extent of the EEG control signal than the small Laplacian and ear reference methods McFarland et al, 1997 ; (3) a fast Fourier transform was applied to the spatially large Laplacian filtered EEG signals; (4) the power spectrum was calculated by calculating the square of the Fourier spectrum; (5) the alpha band power was obtained by averaging the power spectrum across the predefined alpha target frequencies from the EEG calibration session (described below); (6) the alpha band power was time-smoothed by averaging across the last five windows (i.e.…”
Section: Methodsmentioning
confidence: 99%
“…The EEG signal underwent a 1–70 Hz, second-order Butterworth bandpass filter and a 50 Hz notch filter. The EEG signals of all channels were spatially filtered using a common average reference, which subtracted the average value of the entire electrode montage (the common average) from that of the channel of interest to remove global noise ( McFarland et al, 1997 ; Tsuchimoto et al, 2021 ). EEG channels in each trial were rejected during further analysis if they contained an amplitude above 100 μV ( Sanei and Chambers, 2013 ).…”
Section: Methodsmentioning
confidence: 99%
“…EEG signals around the left SM1 (i.e., channel C3) were only used to detect the attempted movement, because accumulated evidence suggests that event-related desynchronization of SMR (SMR-ERD) contralateral to the hand that attempted to move reflects the excitability of SM1 (Hummel et al, 2002; Naros et al, 2019; Takemi et al, 2013). In online processing, a large Laplacian filter was applied to EEG signals from channel C3 to extract sensorimotor activity (McFarland et al, 1997; Tsuchimoto et al, 2021). Subsequently, the band power of SMR (SMR-power; 8-13 Hz) was extracted by Fourier transform with a 1-s window and Hamming window function.…”
Section: Methodsmentioning
confidence: 99%
“…The real-time SMR-ERD intensity in each hemisphere (relative to the average power of the 1-5 s of the resting epoch) was obtained every 100 ms and calculated using the last 1-s data as follows (Hayashi et al, 2020): (1) acquired raw EEG signals recorded over SM1 underwent a 1–70-Hz second-order Butterworth bandpass filter and a 50-Hz notch filter; (2) filtered EEG signals were spatially filtered with a large Laplacian (60 mm to set of surrounding channels), which subtracted the average value of the surrounding six channel montage from that of the channel of interest (i.e., C3 and C4, respectively). This method enabled us to extract the task-related EEG signature and improve the signal-to-noise ratio of SMR signals (McFarland et al, 1997; Tsuchimoto et al, 2021). In addition, the large Laplacian method is better matched to the topographical extent of the EEG control signal than the small Laplacian and ear reference methods (McFarland et al, 1997); (3) a fast Fourier transform was applied to the spatially large Laplacian filtered EEG signals; (4) the power spectrum was calculated by calculating the square of the Fourier spectrum; (5) the alpha band power was obtained by averaging the power spectrum across the predefined alpha target frequencies from the EEG calibration session (described below); (6) the alpha band power was time-smoothed by averaging across the last five windows (i.e., 500 ms) to extract the low-frequency component for high controllability.…”
Section: Methodsmentioning
confidence: 99%