2013
DOI: 10.1016/j.humov.2012.07.007
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Correlation dimension estimates of human postural sway

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Cited by 14 publications
(18 citation statements)
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“…Several studies have introduced nonlinear time series analysis methods to study the stochastic and dynamic characteristics of human postural control [14]–[23]. Stochastic activity of the postural control system has been shown to be sensitive to altered visual conditions, aging, or neurological disorders [24]–[31]. Methods such as the Stabilogram Diffusion Analysis (SDA) [15], [24], [32], [33] assume that the COP during quiet stance can be modeled as a system of coupled, correlated random walks with short-term and long-term scaling exponents that do not change over time.…”
Section: Introductionmentioning
confidence: 99%
“…Several studies have introduced nonlinear time series analysis methods to study the stochastic and dynamic characteristics of human postural control [14]–[23]. Stochastic activity of the postural control system has been shown to be sensitive to altered visual conditions, aging, or neurological disorders [24]–[31]. Methods such as the Stabilogram Diffusion Analysis (SDA) [15], [24], [32], [33] assume that the COP during quiet stance can be modeled as a system of coupled, correlated random walks with short-term and long-term scaling exponents that do not change over time.…”
Section: Introductionmentioning
confidence: 99%
“…Taking the aforementioned dilemma into account, prior to any nonlinear feature extraction, the behavior of COP dataset was investigated in terms of determinism or stochasticity by examining their correlation dimension (Dc) versus embedding dimension (m) curve [15]. More specifically, the dynamic of a nonlinear system is usually represented in a m-dimensional phase space, that is, a Cartesian coordinate system with m axes.…”
Section: Investigation Of the Cop Data Behaviormentioning
confidence: 99%
“…Moreover, the correlation dimension estimates the "density" (or dimensionality) of the system's attractor [5] and, consequently, the Dc versus m curve of a given system shows the changes in the density of its attractor embedded at different m-dimensional phase spaces. Importantly, for deterministic systems, Dc typically attains a saturation level with the m increment whereas it increases up to infinite for stochastic processes [15]. Since the COP signal is a mixture of random and deterministic components [30], both mentioned situations are possible [15]; it will depend on which component is "stronger".…”
Section: Investigation Of the Cop Data Behaviormentioning
confidence: 99%
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