比较计量经济学与因果机器学习在时间序列政策决策中的表现。
Econometric vs. Causal Structure-Learning for Time-Series Policy Decisions: Evidence from the UK COVID-19 Policies
- 用四种计量方法与十一种因果机器学习算法对比时间序列因果结构发现。
- 计量方法有明确的时间结构规则,因果ML能探索更广图空间但图更密集。
- 适合关注政策分析与因果推断的学者,提供可复现代码与框架转换支持。
因果机器学习(ML)旨在恢复能揭示潜在因果关系的图结构。目前多数进展集中于无显式时间顺序的横截面数据,而从时间序列数据中恢复因果结构仍是因果ML领域的重要研究方向。除传统因果ML外,本文还评估了某些计量经济学方法在时间序列中恢复因果结构的能力。这些方法的使用源于计量经济学对因果关系及时间序列长期关注。本研究旨在比较计量经济学与传统因果ML算法在因果发现上的表现,探讨是否可将计量经济学的经验融入因果ML。我们以英国新冠疫情政策为真实案例,考察其在支持政策决策中的优劣。四类计量方法与十一个因果ML算法在图结构、模型维度和因果效应恢复能力上进行评估。结果显示:计量方法具有明确的时间结构规则;因果ML算法探索更广泛的图结构空间,生成更密集的图,从而捕捉更多可识别的因果关系。
原文摘要 · Abstract (English)
Causal machine learning (ML) recovers graphical structures that inform us about potential cause-and-effect relationships. Most progress has focused on cross-sectional data with no explicit time order, whereas recovering causal structures from time series data remains the subject of ongoing research in causal ML. In addition to traditional causal ML, this study assesses econometric methods that some argue can recover causal structures from time series data. The use of these methods can be explained by the significant attention the field of econometrics has given to causality, and specifically to time series, over the years. This presents the possibility of comparing the causal discovery performance between econometric and traditional causal ML algorithms. We seek to understand if there are lessons to be incorporated into causal ML from econometrics, and provide code to translate the results of these econometric methods to the most widely used Bayesian Network R library, bnlearn. We investigate the benefits and challenges that these algorithms present in supporting policy decision-making, using the real-world case of COVID-19 in the UK as an example. Four econometric methods are evaluated in terms of graphical structure, model dimensionality, and their ability to recover causal effects, and these results are compared with those of eleven causal ML algorithms. Amongst our main results, we see that econometric methods provide clear rules for temporal structures, whereas causal-ML algorithms offer broader discovery by exploring a larger space of graph structures that tends to lead to denser graphs that capture more identifiable causal relationships.
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