使用手机应用程序的经验抽样方法预测精神病

D. Stamate, Andrea Katrinecz, W. Alghamdi, D. Ståhl, P. Delespaul, J. Os, S. Guloksuz
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引用次数: 12

摘要

近年来,智能手机变得无处不在,这为使用移动应用程序以一种新的高效形式重新发现体验抽样方法(ESM)开辟了新的机会,并为精神病学实践提供了一个低成本和高影响力的移动健康工具。该方法用于收集参与者日常生活经历的纵向数据,非常适合捕捉情绪波动(瞬间精神状态),作为后期精神健康障碍的早期指标。在这项研究中,精神病患者和对照组的ESM数据被用来检查情绪变化和识别模式。本文试图确定汇总的ESM数据,其中统计度量代表原始数据的分布和动态,是否能够区分患者和对照组。采用变重要度、递归特征消除和ReliefF方法进行特征选择。模型训练、调优和测试在嵌套交叉验证中进行,并基于随机森林、支持向量机、高斯过程、逻辑回归和神经网络等算法。采用ROC分析对模型进行后处理。采用蒙特卡罗仿真方法研究了模型性能的稳定性。研究结果提供了证据,表明可以通过结合使用的技术来捕捉情绪变化的模式。采用径向核支持向量机(SVM)的结果最好,模型的准确率为82%,灵敏度为82%。
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Predicting Psychosis Using the Experience Sampling Method with Mobile Apps
Smart phones have become ubiquitous in the recent years, which opened up a new opportunity for rediscovering the Experience Sampling Method (ESM) in a new efficient form using mobile apps, and provides great prospects to become a low cost and high impact mHealth tool for psychiatry practice. The method is used to collect longitudinal data of participants' daily life experiences, and is ideal to capture fluctuations in emotions (momentary mental states) as an early indicator for later mental health disorder. In this study ESM data of patients with psychosis and controls were used to examine emotion changes and identify patterns. This paper attempts to determine whether aggregated ESM data, in which statistical measures represent the distribution and dynamics of the original data, are able to distinguish patients from controls. Variable importance, recursive feature elimination and ReliefF methods were used for feature selection. Model training and tuning, and testing were performed in nested cross-validation, and were based on algorithms such as Random Forests, Support Vector Machines, Gaussian Processes, Logistic Regression and Neural Networks. ROC analysis was used to post-process these models. Stability of model performances was studied using Monte Carlo simulations. The results provide evidence that pattern in mood changes can be captured with the combination of techniques used. The best results were achieved by SVM with radial kernel, where the best model performed with 82% accuracy and 82% sensitivity.
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