P-range DCC:分数驱动的时变相关模型扩展

Philipp Prange
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引用次数: 0

摘要

我们提出了一个分数驱动的扩展,以众所周知的动态条件相关(DCC)模型。p-range DCC模型提供了捕获新闻对相关动态的时变影响的方法。随着时间的推移更新news参数的递归是基于对过去时间段的观察。总的来说,该模型增加了dc型模型的灵活性,同时保持了大横截面应用程序的吸引力特征。我们证明了该模型在各种不同的情况下表现良好,并表明合并时变新闻严重程度丰富了股票指数全球横截面的相关动态检查。更具体地说,这篇文章表明,时变参数可以解释2020年初2019冠状病毒病(COVID-19)爆发期间市场暴跌以及随后的经济复苏导致股票回报关联显著增加的原因。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
P-range DCC: A Score-Driven Extension to Time-Varying Correlation Models
We propose a score-driven extension to the well-known dynamic conditional correlation (DCC) model. The p-range DCC model provides means to capture the time-varying influence from news on correlation dynamics. The recursion to update the news parameter over time is based on the observations of past periods. By and large, the model increases the flexibility of DCC-type models whilst maintaining their appealing characteristics for applications with large cross-sections. We demonstrate that the model performs well in a variety of different situations and show that incorporation of the time-varying severity of news enriches the examination of correlation dynamics for a global cross-section of equity indices. More particularly, the article shows that the time-varying parameter can account for significant increases in equity return linkages in response to plunging markets amid the outbreak of COVID-19 in early 2020 and subsequent economic recoveries.
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