2008
DOI: 10.1016/j.jneumeth.2008.05.001
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Approximate entropy of motoneuron firing patterns during a motor preparation task

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Cited by 8 publications
(7 citation statements)
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“…To further determine whether the pattern of bursts was predictable or random, we calculated approximate entropy (ApEn) values using the algorithm developed by Pincus et al (1991) for 20 consecutive bursts for each wild-type or mutant slice. As described in detail by Duclos et al (2008), two input parameters have to be specified for ApEn computations: m , the run length (the length of a sequence of contiguous observations), and r , the filter (also called the criterion of similarity, a fixed value between 10 and 25% of SD). In the present study, the run length was m = 1 (the duration of each interburst interval was compared with the following one), and r = 10% of SD.…”
Section: Methodsmentioning
confidence: 99%
“…To further determine whether the pattern of bursts was predictable or random, we calculated approximate entropy (ApEn) values using the algorithm developed by Pincus et al (1991) for 20 consecutive bursts for each wild-type or mutant slice. As described in detail by Duclos et al (2008), two input parameters have to be specified for ApEn computations: m , the run length (the length of a sequence of contiguous observations), and r , the filter (also called the criterion of similarity, a fixed value between 10 and 25% of SD). In the present study, the run length was m = 1 (the duration of each interburst interval was compared with the following one), and r = 10% of SD.…”
Section: Methodsmentioning
confidence: 99%
“…The ApEn was calculated to identify the regularity in player's movement patterns. The ApEn algorithm quantifies regularity in a time series by measuring the logarithmic likelihood that runs from patterns that are close (within r) to "m" contiguous observations and remain close (with the same tolerance wide r) on subsequent incremental comparisons (Duclos et al, 2008;Pincus, 1991). Imputed values of a vectors' length (m) was 2 and the tolerance (r) was 0.2 standard deviations (Stergiou, Buzzi, Kurz, & Heidel, 2004).…”
Section: Data Processingmentioning
confidence: 99%
“…Performance in team sports is the result of a long-term training process designed to prepare the players for the complex requirements of competition (Duclos, Burnet, Schmied, & Rossi-Durand, 2008;Sampaio & Maçãs, 2012), with special emphasis on self-organising properties and dynamic adaptive behaviour to environmental constraints (Dellal et al, 2008;Sampaio & Maçãs, 2012). In fact, a systematic view of team sports may be seen as fundamental to the emergence of a new understanding of games (Grehaigne, Godbout, & Zerai, 2011).…”
Section: Introductionmentioning
confidence: 99%
“…The ApEn algorithm is used in non-linear time series by measuring the logarithm likelihood that runs from patterns that are close (within r) to m contiguous observations and remain close (with the same tolerance-wide r) on subsequent incremental comparisons (Duclos, Burnet, Schmied, & Rossi-Durand, 2008;Pincus, 1991;Pincus & Goldberger, 1994). The values used to calculate ApEn were 1.0 to vector length (m) and 0.5 to the tolerance (r) (Richman & Moorman, 2000;Stergiou, Buzzi, Kurz, & Heidel, 2004).…”
Section: Positional Data Processingmentioning
confidence: 99%