2012
DOI: 10.1016/j.nonrwa.2011.12.017
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Detecting high-dimensional determinism in time series with application to human movement data

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Cited by 5 publications
(3 citation statements)
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“…The mean frequencies of the successive components were 0.5 Hz, 1–1.5 Hz, 3-4 Hz, and 6–8 Hz. The age related differences were observed in the parameters “area of Hilbert transform” and “average rotation frequency.” A similar decomposition was also presented by Ramdani et al [ 9 ]. Amoud et al [ 8 ] showed the differences between age groups both using basic-EMD with separate analysis for x and y components and using complex-EMD where the interdependence between x and y components is not removed.…”
Section: The Posturographic Signalsupporting
confidence: 81%
“…The mean frequencies of the successive components were 0.5 Hz, 1–1.5 Hz, 3-4 Hz, and 6–8 Hz. The age related differences were observed in the parameters “area of Hilbert transform” and “average rotation frequency.” A similar decomposition was also presented by Ramdani et al [ 9 ]. Amoud et al [ 8 ] showed the differences between age groups both using basic-EMD with separate analysis for x and y components and using complex-EMD where the interdependence between x and y components is not removed.…”
Section: The Posturographic Signalsupporting
confidence: 81%
“…Second, Thelen ( 1981 ) observed that infants produce rhythmical movements whenever there is a change of stimulus, so this variable should be explored in a way that takes the time sequencing of tasks into account (e.g. Ramdani, Bouchara, & Caron, 2012 ).…”
Section: Discussionmentioning
confidence: 99%
“…Consequently, many realworld applied systems that may seem to have random nature can possess a nonlinear deterministic and potentially chaotic behavior. In this line, with the introduction of the ability to model and predict the future of chaotic time series through nonlinear deterministic system theory, many researchers have attempted to study and detect chaos in time series of multidisciplinary fields [12,13]. Also, complex nonlinear dynamical modeling and analysis have recently become more important in advanced science approaches [14][15][16] and [17].…”
Section: Introductionmentioning
confidence: 99%