Tuitert Inge, Valk Tim A, Otten Egbert, Golenia Laura, Bongers Raoul M
1 Aix-Marseille University.
2 University of Groningen.
Motor Control. 2019 Apr 1;23(2):189-204. doi: 10.1123/mc.2017-0061. Epub 2018 Sep 12.
An essential step in uncontrolled manifold analysis is creating a linear model that relates changes in elemental variables to changes in performance variables. Such linear models are usually created by means of an analytical method. However, a multiple regression analysis is also suggested. Whereas the analytical method includes only averages of joint angles, the regression method uses the distribution of all joint angles. We examined whether the latter model is more suitable to describe manual reaching movements. The relation between estimated and measured fingertip-position deviations from the mean of individual trials, the relation between fingertip variability and nongoal-equivalent variability, goal-equivalent variability, and nongoal-equivalent variability indicated that the linear model created with the regression method gives a more accurate description of the reaching data. Therefore, we suggest the usage of the regression method to create the linear model for uncontrolled manifold analysis in tasks that require the approximation of the linear model.
非受控流形分析中的一个关键步骤是创建一个线性模型,该模型将基本变量的变化与性能变量的变化联系起来。此类线性模型通常通过分析方法创建。不过,也有人建议采用多元回归分析。分析方法仅包括关节角度的平均值,而回归方法使用所有关节角度的分布。我们研究了后一种模型是否更适合描述手动够取动作。个体试验平均值与估计和测量的指尖位置偏差之间的关系、指尖变异性与非目标等效变异性、目标等效变异性以及非目标等效变异性之间的关系表明,用回归方法创建的线性模型能更准确地描述够取数据。因此,我们建议在需要近似线性模型的任务中,使用回归方法来创建用于非受控流形分析的线性模型。