Benchmarking Nonstationary Time Series Prediction

Rebecca Salles, Eduardo S. Ogasawara, Pedro González
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Abstract

The prediction of time series has gained increasingly more attention among researchers since it is a crucial aspect of decision-making activities. Unfortunately, most time series prediction methods assume the property of stationarity, i.e., statistical properties do not change over time. In practice, it is the exception and not the rule in most real datasets. Several transformation methods were designed to treat nonstationarity in time series. In this context, nonstationary time series prediction is challenging since it demands knowledge of both data transformation and prediction methods. Since there are no silver bullets, it leads to exploring a large number of data transformation and prediction method combinations for building prediction setups. However, selecting a prediction setup that is appropriate to a particular time series and application is not a simple task. Benchmarking of different candidate combinations helps this selection. This work contributes by providing a review and experimental analysis of transformation methods and a systematic framework (TSPred) for benchmarking and selecting prediction setups for nonstationary time series. Suitable nonstationary time series transformation methods provided improvements of more than 30% in prediction accuracy for half of the evaluated time series. They improved the prediction by more than 95% for 10% of the time series. The features provided by TSPred are also shown to be competitive regarding prediction accuracy. Furthermore, the adoption of a validation phase during model training enables the selection of suitable transformation methods.
对标非平稳时间序列预测
时间序列预测作为决策活动的一个重要方面,越来越受到研究人员的重视。不幸的是,大多数时间序列预测方法都假定具有平稳性,即统计特性不随时间变化。在实践中,这是一个例外,而不是大多数真实数据集的规则。设计了几种变换方法来处理时间序列的非平稳性。在这种情况下,非平稳时间序列预测是具有挑战性的,因为它需要数据转换和预测方法的知识。由于没有灵丹妙药,因此需要探索大量的数据转换和预测方法组合,以构建预测设置。然而,选择适合于特定时间序列和应用程序的预测设置并不是一项简单的任务。对不同候选组合进行基准测试有助于这种选择。这项工作通过对转换方法和系统框架(TSPred)进行回顾和实验分析,为非平稳时间序列的基准测试和选择预测设置做出了贡献。适当的非平稳时间序列变换方法对一半的时间序列的预测精度提高了30%以上。他们对10%的时间序列的预测提高了95%以上。TSPred提供的功能在预测精度方面也具有竞争力。此外,在模型训练期间采用验证阶段可以选择合适的转换方法。
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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