Forecasting Epidemiological Time Series Based on Decomposition and Optimization Approaches

M. Ribeiro, Ramon Gomes da Silva, Naylene Fraccanabbia, V. Mariani, L. Coelho
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引用次数: 4

Abstract

Epidemiological time series forecasting plays an important role in health public system, since it allows managers to develop strategic planning to avoid possible epidemics. In this aspect, a hybrid approach is developed to forecast confirmed cases of megingitis in the Para, Parana and Santa Catarina states, Brazil. In this case, ensemble empirical mode decomposition (EEMD) is applied to decompose the original signal, quantile random forests (QRF) is adopted to forecast each component obtained in decomposition stage and multi-objective optimization (MOO) is used to reconstruct the final forecasting. To assess the performance of adopted methodology, comparisons are conducted with approach that considers to reconstruct the signal by simple sum (EEMD-QRF) and QRF without decomposition. In this context criteria such as mean squared error, symmetric mean absolute percentage error and coefficient of determination as well as statistical tests are adopted. As results, EEMD-QRF-MOO reached lower errors and better coefficient of determination in most of the cases. Indeed, the EEMD-QRF-MOO and EEMDQRF squared errors are statistical equals, and lower than QRF squared errors. With these results it is conclude that using decomposition technique combined with machine learning models and optimization approach can be adopted to enhance the model performance, whose results may be used to perform accurate forecasting. Keywords—Decomposition, ensemble, time series, meningitis, multi-objective optimization.
基于分解和优化方法的流行病学时间序列预测
流行病学时间序列预测在卫生公共系统中发挥着重要作用,因为它使管理人员能够制定战略规划以避免可能的流行病。在这方面,开发了一种混合方法来预测巴西帕拉州、巴拉那州和圣卡塔琳娜州的确诊乳腺炎病例。在这种情况下,采用集合经验模态分解(EEMD)对原始信号进行分解,采用分位数随机森林(QRF)对分解阶段得到的各分量进行预测,并采用多目标优化(MOO)对最终预测进行重构。为了评估所采用方法的性能,与考虑通过简单和重构信号的方法(EEMD-QRF)和不分解的QRF进行了比较。在这种情况下,采用了均方误差、对称平均绝对百分比误差和决定系数以及统计检验等标准。结果表明,EEMD-QRF-MOO在大多数情况下误差较小,确定系数较高。事实上,EEMD-QRF-MOO和EEMDQRF平方误差在统计上是相等的,并且小于QRF平方误差。研究结果表明,将分解技术与机器学习模型和优化方法相结合可以提高模型的性能,其结果可用于进行准确的预测。关键词:分解,集成,时间序列,脑膜炎,多目标优化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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