分析COVID-19大流行下股票市场行为的动态模型

Marco Peters
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引用次数: 0

摘要

在新冠肺炎大流行期间[35],人们提出了如何平衡政府保障人口健康和允许经济发展的措施的问题。新冠肺炎疫情爆发之初,沙特阿拉伯和俄罗斯正处于原油价格战之中[20],再加上对新冠肺炎经济影响的猜测,导致西德克萨斯中质原油(WTI)价格出现前所未有的负增长[5]。由于WTI是北美原油价格的基准,也是经济发展的代表[23],因此它是用于价格预测的有趣候选物[40]。大流行提供了一个独特的视角,因为它引入了一组新的变量[11,17],如感染、死亡、疫苗接种和政府措施1,这些变量可能有助于预测经济发展[1,4,14]。相关研究一般关注宏观经济发展,如几年或几十年的国内生产总值(GDP)、失业率或通货膨胀,而不是几天、几周或几个月的短期发展。本研究试图结合来自COVID-19大流行,天气,股票定价数据和机器学习技术的数据,以确定这些变量之间的关系及其对更准确的价格预测的价值。由于股票价格具有很高的方差,极端值可能表明局部或全球股市崩盘,因此最优模型将能够预测这些崩盘。为了确定我们研究问题的结果,我们比较了基线模型、线性模型和两种最先进的(SOTA)模型、随机森林回归(RFR)和自回归综合移动平均(ARIMA)模型之间的数据价值。两种SOTA模型都倾向于在特征较少的情况下表现得更好或相似,这表明数据对股票市场价值的预测没有显著的价值
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Dynamic models for analysing stock market behaviour under the COVID-19 pandemic
During the COVID-19 pandemic [35] questions were raised on how to balance government measures ensuring population health and allowing economic development. At the start of the pandemic, Saudi-Arabia and Russia were in a pricing war over crude oil [20] which, along with speculation on the economic impact of COVID-19, led to a unprecedented negative crude oil price in the West Texas Intermediate (WTI) [5]. As the WTI serves as a benchmark for crude oil prices in North America, and a proxy for economic development [23], it is an interesting candidate to use for price forecasting [40]. The pandemic provides a unique perspective, as it introduces a new set of variables [11, 17], such as infections, deaths, vaccinations and government measures 1, that might aid in predicting economic development [1, 4, 14]. Related studies generally focus on macroeconomic development, such as gross domestic product (GDP), unemployment or inflation over years or decades, rather than short-term development over days, weeks or months. This study attempts to combine data from the COVID-19 pandemic, weather, stock pricing data and machine learning techniques to determine the relationship between these variables and their value towards more accurate price forecasting. As stock prices have high variance, extreme values might indicate local or global stock market crashes, an optimal model would be able to predict these crashes. To determine the outcome of our research question, we compare the value of our data between a baseline model, linear model and two state-of-the-art (SOTA) models, the random forest regressor (RFR) and auto-regressive integrated moving average (ARIMA) model. Both SOTA models tend to perform better or similar with less features, indicating the data does not add significant value to the prediction of stock market values.2
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