2020 IEEE International Conference on Systems, Man, and Cybernetics (SMC) 2020
DOI: 10.1109/smc42975.2020.9283016
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Classification of Motor Control Difficulty using EMG in Physical Human-Robot Interaction

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“…Prior studies have already provided evidence of the effectiveness of Riemannian geometry-based classification pipelines in discriminating neural signals based on covariance matrices in motor imagery (Guan et al, 2019;Majidov and Whangbo, 2019), EEG respiratory states (Navarro-Sune et al, 2017), visual evoked potential (Simar et al, 2022), and mental states (Simar et al, 2020) discrimination. While Riemannian geometrybased classification pipelines have primarily been developed and applied to brain-derived signals, such as EEG (Wu et al, 2017) and MEG (Ye et al, 2020), recent work has also used similar pipelines to classify motor control difficulty based on EMG signals (Manjunatha et al, 2020(Manjunatha et al, , 2022. In this work, we further demonstrate their effectiveness at discriminating EMG signals in the context of hand gesture recognition.…”
Section: Pipelines Based On Covariance Matrices and Riemannian Geometrymentioning
confidence: 79%
“…Prior studies have already provided evidence of the effectiveness of Riemannian geometry-based classification pipelines in discriminating neural signals based on covariance matrices in motor imagery (Guan et al, 2019;Majidov and Whangbo, 2019), EEG respiratory states (Navarro-Sune et al, 2017), visual evoked potential (Simar et al, 2022), and mental states (Simar et al, 2020) discrimination. While Riemannian geometrybased classification pipelines have primarily been developed and applied to brain-derived signals, such as EEG (Wu et al, 2017) and MEG (Ye et al, 2020), recent work has also used similar pipelines to classify motor control difficulty based on EMG signals (Manjunatha et al, 2020(Manjunatha et al, , 2022. In this work, we further demonstrate their effectiveness at discriminating EMG signals in the context of hand gesture recognition.…”
Section: Pipelines Based On Covariance Matrices and Riemannian Geometrymentioning
confidence: 79%