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Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
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Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
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Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”

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Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”
Journal Article

Letter to the editor regarding “The assessment of center of mass and center of pressure during quiet stance: Current applications and future directions”

2021
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Overview
[...]we will lack therapeutic approaches for targeted interventions. (2) The sensorimotor system controls posture through muscles which produce relative movements between body segments. [...]we would argue that the mechanisms controlling human posture should be studied by directly analyzing movements and muscle activations, rather than through variables which the sensorimotor system can only indirectly affect. For upright standing it was demonstrated that the movement patterns extracted from the PCA closely approximate the classical ankle- and hip movement strategies (Federolf et al., 2013), but also for dynamic movements the eigenvectors provide a suitable reference system to assess stability (Federolf et al., 2012a), adaptability (Ó’Reilly and Federolf, 2021) or symmetry (Ó’ Reilly, 2021). Since the eigenvectors form a linear, orthonormal coordinate system, velocity and acceleration of postural changes can easily be calculated through simple differentiation (Federolf, 2016; Longo et al., 2019), thus the PMs provide a mechanically sound approach for quantifying postural states and changes therein.