汽车制造商回收率SHAP值的时间序列分析

Y. Shirota, Kotaro Kuno, H. Yoshiura
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引用次数: 0

摘要

本文提出了一种利用时间序列变化来评估SHAP值的方法。SHAP值基于Shapley理论,已被广泛用于解释基于机器学习的回归结果。SHAP方法在机器学习回归分析中起着重要的作用。我们将SHAP方法应用于时间序列分析,当目标值波动而解释变量值在较长时间内变化不大时,例如公司的行为特征,这种方法是有效的。本文使用的是新冠肺炎疫情爆发后的汽车制造业数据。在这次股价最严重的暴跌之后,许多汽车制造商的股价已经回升,并开始再次快速上涨。以回收率为目标变量进行回归,寻找影响回收率的重要因素。我们使用的回归方法是XGBoost。因此,我们发现一个解释变量“销售增长率”是股票恢复的最重要因素。此外,可以使用SHAP序列将各个公司的重要因素作为时间序列数据进行详细评估。这种基于shap的时间序列分析方法适用于各个领域。
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Time Series Analysis of SHAP Values by Automobile Manufacturers Recovery Rates
In this paper, we propose a method for evaluating SHAP values by time series change. SHAP values are based on the Shapley theory and have been widely used to interpret the machine-learning based regression results. The SHAP approach plays an important role in the machine-learning regression analysis. We apply the SHAP approach to the time series analysis which is effective when the target values fluctuate but the explanatory variable values have little variation over a long time, such as behavior characteristics of a company. In the paper, the automobile manufacturing industry data just after the outbreak of COVID-19 were used. After this stock prices’ worst plunge, many automakers’ stock prices had been recovered and started again growing rapidly. We conducted the regressions of which target variable were the recovery rates to find the important factors for the recoveries. The regression method we used is XGBoost. As a result, we found that an explanatory variable “sales growth ratio” was the most important factor for the stock recovery. In addition, the individual companies' important factors could be evaluated as time series data in detail, using the SHAP sequences. This SHAP-based time series analysis method is applicable to various fields.
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