4.7 Article

Crude oil prices in times of crisis: The role of Covid-19 and historical events

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ELSEVIER SCIENCE INC
DOI: 10.1016/j.irfa.2023.102955

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NIPALS algorithm; PLS regression; ARMA-spline-GJR models; GARCH model; WTI crude oil prices; Covid-19 crisis

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This study utilizes the ARMA(r, s)-Spline-GJR(p, q) model and PLS regression to analyze the impact of the Covid-19 pandemic on oil price volatility, revealing a correlation between the pandemic and other major crises. The findings provide valuable guidance for investors, hedgers, speculators, and governments in decision-making during crises.
Oil markets have faced several crises since 1986, with the most recent global economic downturn linked to the Covid-19 pandemic leading to significant demand and supply shocks in the critical oil market. Given that the impact of crises on oil prices has not been uniform we aim to accurately assess oil price volatility during crises by implementing an ARMA(r,s)-Spline-GJR(p,q) model that accounts for volatility persistence. Principal components analysis (PCA) is employed to study the correlation between various crises and their impact on oil prices, while because of the limited number of observations available, PLS regressions are used to study the Covid-19 Crisis. The findings reveal higher levels of spline conditional volatility during the Covid-19 Crisis, providing novel evidence of the correlation between this pandemic and other major crises. Through the NIPALS algorithm, we identify 13 primary components that show a correlation between historical crises and the Covid-19 Crisis. In contrast, PLS-2 regressions indicate a strong correlation between historical crises and the Covid-19 Crisis in only six principal components. These results can help investors, hedgers, speculators, and governments to estimate, predict and make informed decisions as soon as signs of a crisis appear.

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