Department of Industrial and Systems Engineering, Virginia Tech, Blacksburg, VA, USA.
Department of Statistics, Virginia Tech, Blacksburg, VA, USA.
Sci Rep. 2020 Oct 7;10(1):16699. doi: 10.1038/s41598-020-73155-4.
Self-injurious behavior (SIB) is among the most dangerous concerns in autism spectrum disorder (ASD), often requiring detailed and tedious management methods. Sensor-based behavioral monitoring could address the limitations of these methods, though the complex problem of classifying variable behavior should be addressed first. We aimed to address this need by developing a group-level model accounting for individual variability and potential nonlinear trends in SIB, as a secondary analysis of existing data. Ten participants with ASD and SIB engaged in free play while wearing accelerometers. Movement data were collected from > 200 episodes and 18 different types of SIB. Frequency domain and linear movement variability measures of acceleration signals were extracted to capture differences in behaviors, and metrics of nonlinear movement variability were used to quantify the complexity of SIB. The multi-level logistic regression model, comprising of 12 principal components, explained > 65% of the variance, and classified SIB with > 75% accuracy. Our findings imply that frequency-domain and movement variability metrics can effectively predict SIB. Our modeling approach yielded superior accuracy than commonly used classifiers (~ 75 vs. ~ 64% accuracy) and had superior performance compared to prior reports (~ 75 vs. ~ 69% accuracy) This work provides an approach to generating an accurate and interpretable group-level model for SIB identification, and further supports the feasibility of developing a real-time SIB monitoring system.
自伤行为 (SIB) 是自闭症谱系障碍 (ASD) 中最危险的问题之一,通常需要详细和繁琐的管理方法。基于传感器的行为监测可以解决这些方法的局限性,但首先应该解决行为分类的复杂问题。我们旨在通过开发一个考虑到个体变异性和 SIB 潜在非线性趋势的组级模型来满足这一需求,这是对现有数据的二次分析。10 名患有 ASD 和 SIB 的参与者在佩戴加速度计的情况下进行自由玩耍。从超过 200 个事件和 18 种不同类型的 SIB 中收集运动数据。提取加速度信号的频域和线性运动可变性度量来捕捉行为差异,并使用非线性运动可变性度量来量化 SIB 的复杂性。由 12 个主成分组成的多层次逻辑回归模型解释了超过 65%的方差,并以超过 75%的准确率对 SIB 进行分类。我们的研究结果表明,频域和运动可变性指标可以有效地预测 SIB。我们的建模方法比常用的分类器(75%对64%的准确率)具有更高的准确性,并且比之前的报告(75%对69%的准确率)具有更好的性能。这项工作为生成 SIB 识别的准确和可解释的组级模型提供了一种方法,并进一步支持开发实时 SIB 监测系统的可行性。