Constant vs. Time-Varying Beta Models: Further Forecast Evaluation

J. J. Reeves, Haifeng Wu
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引用次数: 22

Abstract

Recent advances in the measurement of beta (systematic return risk) and volatility (total return risk), demonstrate substantial advantages in utilizing high frequency return data in a variety of settings. These advances in the measurement of beta and volatility have resulted in improvements in the evaluation of alternate beta and volatility forecasting approaches. In addition, more precise measurement has also led to direct modeling of the time variation of beta and volatility. Both the realized beta and volatility literature have most commonly modeled with an autoregressive process. In this paper we evaluate constant beta models, against autoregressive models of time-varying realized beta. We find that a constant beta model computed from daily returns over the last 12 months generates the most accurate quarterly forecast of beta and dominates the autoregressive time series forecasts. It also dominates (dramatically) the popular Fama-MacBeth constant beta model which uses 5 years of monthly returns.
恒定与时变Beta模型:进一步预测评估
在测量beta(系统回报风险)和波动性(总回报风险)方面的最新进展表明,在各种环境中利用高频回报数据具有实质性优势。在测量贝塔和波动率方面取得的这些进展导致了评估替代贝塔和波动率预测方法的改进。此外,更精确的测量也导致了对贝塔和波动率的时间变化的直接建模。已实现的贝塔值和波动率文献最常用自回归过程建模。本文针对时变已实现的自回归模型,对常数β模型进行了评价。我们发现,根据过去12个月的每日收益计算的常数beta模型产生了最准确的beta季度预测,并且在自回归时间序列预测中占主导地位。它还(戏剧性地)主导了流行的Fama-MacBeth常数beta模型,该模型使用5年的月回报。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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