The meaning of structural breaks for risk management: new evidence, mechanisms, and innovative views for the post-COVID-19 era

IF 3.2 Q1 BUSINESS, FINANCE
Chikashi Tsuji
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引用次数: 2

Abstract

This paper quantitatively reveals the meaning of structural breaks for risk management by analyzing US and major European banking sector stocks. Applying newly extended Glosten-Jagannathan-Runkle generalized autoregressive conditional heteroscedasticity models, we supply the following new evidence. First, we find that incorporating structural breaks is always effective in estimating banking stock volatilities. Second, we clarify that structural breaks partially explain the tail fatness of banking stock returns. Third, we find that when incorporating structural breaks, the estimated volatilities more accurately capture their downside risk, proving that structural breaks matter for risk management. Fourth, our news impact curve and model parameter analyses also uncover that when incorporating structural breaks, the asymmetry in volatility responses to return shocks is more accurately captured. This proves why the estimated volatilities by incorporating structural breaks better explain downside risk. In addition, we further reveal that the estimated volatilities obtained through incorporating structural breaks increase sharply during momentous events such as the Lehman crisis, the European debt crisis, Brexit, and the recent COVID-19 crisis. Moreover, we also clarify that the volatility spreads between models with and without structural breaks rise during the Lehman and COVID-19 crises. Finally, based on our findings, we derive many significant and beneficial interpretations, implications, and innovative views for risk management using artificial intelligence in the post-COVID-19 era.
结构性断裂对风险管理的意义:后covid -19时代的新证据、新机制和创新观点
本文通过对美国和欧洲主要银行板块股票的分析,定量地揭示了结构性断裂对风险管理的意义。应用新近推广的Glosten-Jagannathan-Runkle广义自回归条件异方差模型,我们提供了以下新的证据。首先,我们发现,在估计银行股波动时,纳入结构性断裂总是有效的。其次,我们澄清了结构性断裂在一定程度上解释了银行股收益的尾部丰盈性。第三,我们发现,当纳入结构性断裂时,估计的波动率更准确地反映了它们的下行风险,证明结构性断裂对风险管理很重要。第四,我们的新闻影响曲线和模型参数分析也表明,当纳入结构性断裂时,波动性响应对回归冲击的不对称性更准确地被捕捉到。这证明了为什么通过纳入结构性断裂来估计的波动率能更好地解释下行风险。此外,我们进一步揭示,在雷曼危机、欧洲债务危机、英国脱欧和最近的COVID-19危机等重大事件期间,通过纳入结构性断裂获得的估计波动率急剧增加。此外,我们还澄清,在雷曼和2019冠状病毒病危机期间,存在和不存在结构性断裂的模型之间的波动差上升。最后,根据我们的研究结果,我们为后covid -19时代使用人工智能进行风险管理得出了许多重要而有益的解释、启示和创新观点。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
CiteScore
0.30
自引率
1.90%
发文量
14
审稿时长
12 weeks
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