偏斜
下行风险
撞车
波动性(金融)
动量(技术分析)
计量经济学
经济
金融经济学
尾部风险
已实现方差
缩放比例
趋势跟踪
度量(数据仓库)
资本资产定价模型
物理
统计物理学
半方差
作者
Daniele Bianchi,Andrea De Polis,Iván Petrella
标识
DOI:10.1093/rapstu/raag010
摘要
Abstract Returns on conventional momentum portfolios exhibit time-varying skewness that deepens during momentum crashes. We exploit this feature and propose a crash indicator—based on the interaction between conditional volatility and skewness—that provides a measure of downside risk directly from the return distribution. This indicator significantly predicts left-tail realizations of momentum returns at daily frequency, capturing information about crash risk beyond volatility alone. Building on this predictability, a skewness-based dynamic allocation improves daily downside risk management and earns significant alphas over existing momentum-timing approaches. We also show that momentum skewness cannot be fully reconciled with asymmetric market exposure.
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