Forecasting with Deep Temporal Hierarchies

Filotas Theodosiou, N. Kourentzes
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引用次数: 4

Abstract

In time series analysis and forecasting, the identification of an appropriate model remains a challenging task. Model misspecification can lead to erroneous forecasts and insights. The use of multiple views of the same time series by constructing temporally aggregate levels has been proposed as a way to overcome the model specification and selection uncertainty, with ample empirical evidence of forecast accuracy gains. Temporal Hierarchies is the most popular approach to achieve this, which itself is based on research in hierarchical forecasting. Although there has been substantial progress in this literature, the vast majority of methods rely on a restricted linear combination of different model outputs across the hierarchy. We investigate the use of deep learning to augment temporal hierarchies, relaxing the classical restrictions. Specifically, we look at deep learning for the generation of all the base forecasts, the hierarchical reconciliation, and an end-to-end method that embeds all steps in a single neural network. We inspect the performance of the proposed methods when applied to individual time series, or with global training across complete sets of series. We further investigate the requirements in terms of series set size, illustrating the conditions where deep learning temporal hierarchies outperform conventional temporal hierarchies.
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具有深层时间层次的预测
在时间序列分析和预测中,确定合适的模型仍然是一项具有挑战性的任务。模型规格错误会导致错误的预测和见解。通过构建时间聚合水平来使用同一时间序列的多个视图已被提出作为克服模型规范和选择不确定性的方法,并具有预测精度提高的充分经验证据。时间层次是实现这一目标的最流行的方法,它本身就是基于层次预测的研究。尽管这方面的文献已经取得了实质性的进展,但绝大多数方法依赖于跨层次的不同模型输出的有限线性组合。我们研究了使用深度学习来增强时间层次,放松经典限制。具体来说,我们将深度学习用于生成所有基本预测、分层协调以及将所有步骤嵌入到单个神经网络中的端到端方法。我们检查了所提出的方法在应用于单个时间序列或跨完整序列集的全局训练时的性能。我们进一步研究了序列集大小方面的要求,说明了深度学习时间层次结构优于传统时间层次结构的条件。
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