Improved predictive deep temporal neural networks with trend filtering

Youngjin Park, Deokjun Eom, Byoung Ki Seo, Jaesik Choi
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引用次数: 1

Abstract

Forecasting with multivariate time series, which aims to predict future values given previous and current several univariate time series data, has been studied for decades, with one example being ARIMA. Because it is difficult to measure the extent to which noise is mixed with informative signals within rapidly fluctuating financial time series data, designing a good predictive model is not a simple task. Recently, many researchers have become interested in recurrent neural networks and attention-based neural networks, applying them in financial forecasting. There have been many attempts to utilize these methods for the capturing of long-term temporal dependencies and to select more important features in multivariate time series data in order to make accurate predictions. In this paper, we propose a new prediction framework based on deep neural networks and a trend filtering, which converts noisy time series data into a piecewise linear fashion. We reveal that the predictive performance of deep temporal neural networks improves when the training data is temporally processed by a trend filtering. To verify the effect of our framework, three deep temporal neural networks, state of the art models for predictions in time series finance data, are used and compared with models that contain trend filtering as an input feature. Extensive experiments on real-world multivariate time series data show that the proposed method is effective and significantly better than existing baseline methods.
基于趋势滤波的改进预测深度时态神经网络
利用多变量时间序列进行预测,其目的是根据以前和当前的几个单变量时间序列数据预测未来的值,已经研究了几十年,其中一个例子是ARIMA。由于在快速波动的金融时间序列数据中很难测量噪声与信息信号混合的程度,因此设计一个好的预测模型不是一件简单的任务。近年来,许多研究者对循环神经网络和基于注意的神经网络产生了兴趣,并将其应用于金融预测。已经有许多尝试利用这些方法来捕获长期时间依赖性,并在多变量时间序列数据中选择更重要的特征,以便做出准确的预测。本文提出了一种新的基于深度神经网络和趋势滤波的预测框架,该框架将带噪声的时间序列数据转换为分段线性方式。我们发现,当训练数据经过趋势过滤后,深度时间神经网络的预测性能得到了提高。为了验证我们的框架的效果,使用了三个深度时间神经网络,最先进的时间序列金融数据预测模型,并与包含趋势过滤作为输入特征的模型进行了比较。在实际多变量时间序列数据上的大量实验表明,该方法是有效的,明显优于现有的基线方法。
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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