Extracting Tail Risk from High-Frequency S&P 500 Returns

Caio Almeida, K. Ardison, René Garcia, Piotr Orłowski
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Abstract

This paper proposes to extract tail risk from a risk-neutral mean-adjusted expected shortfall of high-frequency stock returns. Risk adjustment is based on a nonparametric estimator of the state price density that does not use option prices and relies solely on a stock index returns. This makes the measure methodology applicable to many financial markets with illiquid or nonexistent options. Empirically, the tail risk factor extracted from S\&P 500 returns has a 90% correlation with the options-based VIX index and predicts well realized jumps in the stock market index at various frequencies. We document a persistent negative relation between tail risk and one-day ahead returns of several assets classes. Consistent with the crash-insurance property of put options, tail risk predicts positive one-day ahead returns for portfolios long out-of-the-money, short in-the-money put options. An analysis of equity portfolios sorted on exposure to tail risk reveals a premium for bearing such a risk, even after controlling for known and established factors related to cross-sectional variability. This cross-sectional analysis is robust to the inclusion of uncertainty indexes, as well as macroeconomic and volatility measures.
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从高频标普500回报中提取尾部风险
本文提出从高频股票收益的风险中性均值调整预期差额中提取尾部风险。风险调整基于状态价格密度的非参数估计,不使用期权价格,仅依赖于股票指数回报。这使得该测量方法适用于许多缺乏流动性或不存在期权的金融市场。从经验上看,从标准普尔500指数收益中提取的尾部风险因子与基于期权的波动率指数有90%的相关性,并预测股市指数在不同频率下的良好实现跳跃。我们记录了几个资产类别的尾部风险和一天前收益之间持续的负相关关系。与看跌期权的崩盘保险特性一致,尾部风险预示着长期沽空看跌期权的投资组合将在未来一天获得正回报。对股票投资组合的分析显示,即使在控制了与横截面变异性相关的已知和既定因素之后,承担这种风险仍有溢价。这种横截面分析对不确定性指数以及宏观经济和波动性指标的纳入是稳健的。
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