预期股票收益和方差风险溢价

T. Bollerslev, George Tauchen, Hao Zhou
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引用次数: 1508

摘要

我们发现隐含方差和实现方差之间的差异,或方差风险溢价,能够解释1990年至2005年样本期间市场投资组合季度超额回报的前后时间序列变化的15%以上,高(低)溢价预测高(低)未来回报。方差风险溢价的回报可预测性的大小很容易超过标准预测变量,如市盈率、股息收益率、违约价差和消费财富比(CAY)。此外,将方差风险溢价与市盈率相结合,得出季度回报率超过25%的R^2。结果主要取决于“无模型”的使用,而不是标准的Black-Scholes,隐含方差,以及从高频日内(而不是每日)数据构建的实现方差。我们的研究结果表明,风险和风险厌恶的时间变化在决定股票市场回报方面都起着重要作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Expected Stock Returns and Variance Risk Premia
We find that the difference between implied and realized variances, or the variance risk premium, is able to explain more than fifteen percent of the ex-post time series variation in quarterly excess returns on the market portfolio over the 1990 to 2005 sample period, with high (low) premia predicting high (low) future returns. The magnitude of the return predictability of the variance risk premium easily dominates that afforded by standard predictor variables like the P/E ratio, the dividend yield, the default spread, and the consumption-wealth ratio (CAY). Moreover, combining the variance risk premium with the P/E ratio results in an R^2 for the quarterly returns of more than twenty-five percent. The results depend crucially on the use of \\"model-free\\", as opposed to standard Black-Scholes, implied variances, and realized variances constructed from high-frequency intraday, as opposed to daily, data. Our findings suggest that temporal variation in risk and risk-aversion both play an important role in determining stock market returns.
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