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Interplay between past market correlation structure changes and future volatility outbursts

机译:过去的市场相关结构变化与未来的波动爆发之间的相互作用

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摘要

We report significant relations between past changes in the market correlation structure and future changes in the market volatility. This relation is made evident by using a measure of “correlation structure persistence” on correlation-based information filtering networks that quantifies the rate of change of the market dependence structure. We also measured changes in the correlation structure by means of a “metacorrelation” that measures a lagged correlation between correlation matrices computed over different time windows. Both methods show a deep interplay between past changes in correlation structure and future changes in volatility and we demonstrate they can anticipate market risk variations and this can be used to better forecast portfolio risk. Notably, these methods overcome the curse of dimensionality that limits the applicability of traditional econometric tools to portfolios made of a large number of assets. We report on forecasting performances and statistical significance of both methods for two different equity datasets. We also identify an optimal region of parameters in terms of True Positive and False Positive trade-off, through a ROC curve analysis. We find that this forecasting method is robust and it outperforms logistic regression predictors based on past volatility only. Moreover the temporal analysis indicates that methods based on correlation structural persistence are able to adapt to abrupt changes in the market, such as financial crises, more rapidly than methods based on past volatility.
机译:我们报告了市场相关结构的过去变化与市场波动的未来变化之间的重要关系。通过使用基于相关性的信息过滤网络上的“相关结构持久性”度量,可以明确这种关系,该度量可量化市场依赖结构的变化率。我们还通过“超相关”测量了相关结构中的变化,该“超相关”测量了在不同时间窗口上计算的相关矩阵之间的滞后相关性。两种方法都显示出过去的相关结构变化和未来的波动率变化之间的深刻相互作用,我们证明了它们可以预测市场风险变化,并且可以用来更好地预测投资组合风险。值得注意的是,这些方法克服了维数诅咒,后者限制了传统计量经济学工具对由大量资产组成的投资组合的适用性。我们报告了两种不同权益数据集的两种方法的预测性能和统计意义。通过ROC曲线分析,我们还可以根据正阳性和假阳性的折衷来确定参数的最佳区域。我们发现,这种预测方法是可靠的,并且仅基于过去的波动率就优于逻辑回归预测器。此外,时间分析表明,基于相关结构持久性的方法比过去基于波动性的方法能够更快地适应市场的突然变化,例如金融危机。

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