Results 261 to 270 of about 5,707,450 (294)
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Changes in postural sway as a function of prolonged walking
European Journal of Applied Physiology, 2012For optimal balance, the postural system needs to quickly detect and respond to perturbations. The aim of this study was to investigate the immediate and long-term impact of walking at different speeds on standing balance and postural stability. Center of pressure (COP) motion was measured from 14 young individuals at discrete time intervals after they
Kathleen S, Thomas +2 more
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Objective Evaluation of Functional Walking in Stroke Survivors
2018Regaining balance function is often one of the key goals of stroke rehabilitation. Improvements in balance function can be the result of restitution or compensational strategies. In previous studies, the processes of restitution and compensational strategies have been established for straight-line walking.
Buurke, Jaap H. +3 more
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Random Walks and Gamma Functions
1977The use of the Montroll-Weiss continuous-time random walk, with infinite mean waiting times, to model photo-currents in xerographic films has led to new inequalities of the gamma function. Certain special function inequalities can also be derived.
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Limit theorem for functionals of random walks
1987Let \(\{\xi_ n\}^{\infty}_{n=1}\) be independent random variables; \[ S_ n=\sum^{n}_{k=1}\xi_ k,\quad f(x)=\sum^{r}_{m=1}C_ m\exp (iU_ mx),\quad | C_ m| \leq ...
Girko, V. L., Matvejchuk, A. K.
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Re-educating Functional Walking
2000“The ability to walk upright on two legs has played a key role in human life-style for more than 3 million years” (Sagan 1979). The ability has broadened our lives and enabled us to acquire countless skills which would otherwise not have been possible.” “Human gait is the most common of all human movements.
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On the Green’s function for a one-dimensional random walk
Cell Biophysics, 1987The Green's function of a random walk on a lattice is defined as the inverse of the operator K - z1, where K is the matrix of transition rates and z is an arbitrary complex parameter. The Green's function for a symmetrical random walk in one dimension is here explicitly given in closed form for reflecting, periodic, and absorbing boundaries, and also ...
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Corticospinal Function during Human Walking
Annals of the New York Academy of Sciences, 1998Christensen, LOD +3 more
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Prognosis of walking function in multiple sclerosis supported by gait pattern analysis
Multiple Sclerosis and Related Disorders, 2022Tim Killeen +2 more
exaly
Speed-Related Energy Flow and Joint Function Change During Human Walking
Frontiers in Bioengineering and Biotechnology, 2021Dan Hu, Lei Ren, Zheqi Hu
exaly

