A dual‐stage attention‐based Conv‐LSTM network for spatio‐temporal correlation and multivariate time series prediction

计算机科学 人工智能 预处理器 卷积(计算机科学) 多元统计 依赖关系(UML) 系列(地层学) 深度学习 相关性 时间序列 模式识别(心理学) 人工神经网络 机器学习 序列(生物学) 对偶(语法数字) 循环神经网络 数据挖掘 数学 艺术 古生物学 遗传学 几何学 文学类 生物
作者
Yuteng Xiao,Hongsheng Yin,Yudong Zhang,Honggang Qi,Yundong Zhang,Zhaoyang Liu
出处
期刊:International Journal of Intelligent Systems [Wiley]
卷期号:36 (5): 2036-2057 被引量:174
标识
DOI:10.1002/int.22370
摘要

Multivariate time series (MTS) prediction aims at predicting future time series by extracting multiple forms of dependencies of past time series. Traditional prediction methods and deep learning-based prediction methods focus on extracting the dynamic relationships of certain aspects of MTS, especially the temporal characteristics, often neglecting the spatial and temporal dynamic correlations of MTS. Inspired by convolution neural network (CNN) and attention mechanism, this paper proposes a convolution LSTM network model based on MTS prediction with two-stage attention. Specifically, we first propose a new MTS preprocessing method to perform convolution operations better. Then convolution layer extracts spatial correlation of MTS and LSTM model extracts temporal correlation. It is worth mentioning that the combination of attention mechanism and LSTM can effectively solve the problem of insufficient time dependency in MTS prediction. In addition, dual-stage attention mechanism can effectively eliminate irrelevant information, select the relevant exogenous sequence, give it higher weight, and increase the past value of the target sequence to further eliminate irrelevant information. Finally, the MTS spatio-temporal correlation is extracted to improve the prediction accuracy, and the model is interpreted. Experimental results show that the model has broad application prospects. Experiments based on typical datasets of finance, environment, and energy determine the optimal window size and hidden size of the prediction, and demonstrate that the model achieves the state-of-the-art effect compared to the other four deep learning models. On top of that, the model is not only suitable for single-step prediction of MTS, but also suitable for multistep prediction of time step in a certain range.
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