2013
DOI: 10.1016/j.brainresbull.2012.09.012
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A note on the probability distribution function of the surface electromyogram signal

Abstract: Highlights► We recorded surface EMG signals with a biofeedback setup at 7 different contraction levels. ► We estimated the PDF, kurtosis and bicoherence index of the measured signals. ► We show that the EMG PDF at low contraction levels is super-Gaussian. ► At higher contraction forces, the EMG PDF tends to a Gaussian distribution.

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Cited by 94 publications
(74 citation statements)
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“…The finding results of the present study are similar to the findings results of Nazarpour et al [9], in which the kurtosis is a suitable Gaussianity test and the mean bicoherence cannot be used as a Gaussianity test for sEMG signals. However, in this paper, negentropy is also a suitable Gaussianity testing technique and has a slightly higher correlation with external load and muscle force than kurtosis.…”
Section: G Analysis Of Methodssupporting
confidence: 90%
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“…The finding results of the present study are similar to the findings results of Nazarpour et al [9], in which the kurtosis is a suitable Gaussianity test and the mean bicoherence cannot be used as a Gaussianity test for sEMG signals. However, in this paper, negentropy is also a suitable Gaussianity testing technique and has a slightly higher correlation with external load and muscle force than kurtosis.…”
Section: G Analysis Of Methodssupporting
confidence: 90%
“…Several features have been originally designed to be used with non-Gaussian data, such as higher order statistics (HOS) and independent component analysis (ICA) [9]. The successful use of HOS or ICA depends on the reliability of the Gaussianity test [8].…”
Section: Discussionmentioning
confidence: 99%
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“…It was found in [35] that the probability distribution of the surface EMG signal tends to be either super-Gaussian or Gaussian, depending on the contraction levels. Therefore for the simplicity, in this case, we treat the probability distribution of the state S to be Gaussian of the form:…”
Section: Extraction Of Human's Co-contraction Pattern Using Markov Chmentioning
confidence: 99%
“…Also, modeling studies examined 10 whether optimal motor control can be implemented by modular control schemes (Nori 11 and Frezza, 2005;Chhabra and Jacobs, 2006;Berniker et al, 2009;Neptune et al, 2009;12 Alessandro et al, 2013a). Finally, studies of human motor behavior investigated the 13 robustness of modules by imposing alterations on muscle coordination of healthy indi-14 viduals (de Rugy et al, 2012(de Rugy et al, , 2013Nazarpour et al, 2012a;Steele et al, 2015) and testing 15 muscle activations in clinical populations (Gizzi et al, 2011;Clark et al, 2010;Cheung 16 et al, 2012;Roh et al, 2013).…”
Section: Critical Evaluation Of Modular Motor Controlmentioning
confidence: 99%