In previous studies we found that preadolescents with Down syndrome (DS) produce higher amounts of variability (Smith et al., 2007) and larger Lyapunov exponent (LyE) values (indicating more instability) during walking than their peers with typical development (TD) (Buzzi & Ulrich, 2004). Here we use nonlinear methods to examine the patterns that characterize gait variability as it emerges, in toddlers with TD and with DS, rather than after years of practice. We calculated Lyapunov exponent (LyE) values to assess stability of leg trajectories. We also tested the use of 3 algorithms for surrogation analysis to investigate mathematical periodicity of toddlers’ strides. Results show that toddlers’ LyE values were not different between groups o...
How Does the Body’s Motor Control System Deal with Repetition? While the presence of nonlinear dynam...
The study of gait variability, the stride-to-stride fluctuations in walking, offers a complementary ...
Chaos is the deterministic yet non-periodic behaviour of a system [1]: every chaotic cycle is physic...
Variability is always present during repetitive movements. Scholars have studied human movement patt...
Background and Purpose: Greater gait variability has been observed in persons with Down syndrome (DS...
Methods: Thirteen children with DS (aged 7–10 years) and thirteen age- and sex-matched typically dev...
The present study was aimed at investigating the effectiveness of the Wolf et al. (LyE_W) and Rosens...
Children with Down syndrome (DS) display a delayed motor development, and show clumsy and less coord...
Movement variability has become an important field of research and has been studied to gain a better...
Gait Analysis can characterize alterations in walking patterns, but results in a considerable amount...
Previous research exploring a lateral stepping gait utilized amount of variability (i.e. coefficient ...
Movement variability is considered essential to typical motor development. However, multiple theoret...
Gait characteristics in Down Syndrome are documented in terms of discrete kinematic variables. Howev...
Stair negotiation provides an important yet different paradigm to study environment navigation. As o...
Gait characteristics in Down syndrome (DS) are documented in terms of discrete kinematic variables. ...
How Does the Body’s Motor Control System Deal with Repetition? While the presence of nonlinear dynam...
The study of gait variability, the stride-to-stride fluctuations in walking, offers a complementary ...
Chaos is the deterministic yet non-periodic behaviour of a system [1]: every chaotic cycle is physic...
Variability is always present during repetitive movements. Scholars have studied human movement patt...
Background and Purpose: Greater gait variability has been observed in persons with Down syndrome (DS...
Methods: Thirteen children with DS (aged 7–10 years) and thirteen age- and sex-matched typically dev...
The present study was aimed at investigating the effectiveness of the Wolf et al. (LyE_W) and Rosens...
Children with Down syndrome (DS) display a delayed motor development, and show clumsy and less coord...
Movement variability has become an important field of research and has been studied to gain a better...
Gait Analysis can characterize alterations in walking patterns, but results in a considerable amount...
Previous research exploring a lateral stepping gait utilized amount of variability (i.e. coefficient ...
Movement variability is considered essential to typical motor development. However, multiple theoret...
Gait characteristics in Down Syndrome are documented in terms of discrete kinematic variables. Howev...
Stair negotiation provides an important yet different paradigm to study environment navigation. As o...
Gait characteristics in Down syndrome (DS) are documented in terms of discrete kinematic variables. ...
How Does the Body’s Motor Control System Deal with Repetition? While the presence of nonlinear dynam...
The study of gait variability, the stride-to-stride fluctuations in walking, offers a complementary ...
Chaos is the deterministic yet non-periodic behaviour of a system [1]: every chaotic cycle is physic...