Recovering Causal Networks based on Windowed Granger Analysis in Multivariate Time Series

Ali Gorji Sefidmazgi, M. G. Sefidmazgi
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Abstract

Reconstruction of causal network from multivariate time series is an important problem in data science. Regular causality analysis based on Granger method does not consider multiple delays between elements of a causal network. In contrast, the Windowed Granger method not only considers the effect of mutiple delays, but also provides a flexible framework to utilize various linear and nonlinear regression methods within Granger causality analysis. In this work, we have used four methods with Windowed Granger method including hypothesis tests of linear regression, LASSO and random forest. Then, their performance on two simulated and real-world time series are compared with ground truth networks and other causality recovering methods.
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基于多变量时间序列窗口格兰杰分析的因果网络恢复
从多变量时间序列中重构因果网络是数据科学中的一个重要问题。基于Granger方法的正则因果分析没有考虑因果网络元素之间的多重延迟。相比之下,Windowed Granger方法不仅考虑了多重延迟的影响,而且在Granger因果分析中提供了一个灵活的框架来利用各种线性和非线性回归方法。在这项工作中,我们使用了四种方法的窗口格兰杰方法,包括线性回归的假设检验,LASSO和随机森林。然后,与地面真值网络和其他因果关系恢复方法比较了它们在两个模拟和真实时间序列上的性能。
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