预测已实现的波动率:具有时变过渡概率的马尔可夫转换方法

Xunxiao Wang, Keshab Shrestha, Qi Sun
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引用次数: 8

摘要

本文引入了一个具有时间‐变过渡概率(TVTP)的马尔可夫切换异构自回归(MS‐HAR)模型,用于上证综合指数收益率的实现波动率。除杠杆效应和交易量外,还包括交易时间外的负收益,从而获得了其各种扩展。研究结果表明,解释变量对实现波动率的影响不对称。此外,out‐of‐样本结果表明,具有TVTP模型及其扩展的基准HAR模型始终优于简单HAR模型和具有恒定转移概率(CTP)的MS‐HAR模型及其扩展。这些结果对于其他已实现的测量是稳健的,并且具有经济意义。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Forecasting Realised Volatility: A Markov Switching Approach with Time‐Varying Transition Probabilities
This paper introduces a markov‐switching heterogeneous autoregressive (MS‐HAR) model with time‐varying transition probabilities (TVTP) for the realised volatility of Shanghai securities composite index returns. Its various extensions have been obtained by including negative returns outside trading hours in addition to the leverage effects and trading volume. The findings show asymmetries in the impact of explanatory variables on the realised volatility. Moreover, the out‐of‐sample results show that the benchmark MS‐HAR with TVTP model and its extensions consistently outperform the simple HAR model, MS‐HAR model with constant transition probabilities (CTP) and their extensions. These results are robust to alternative realised measurements, and have economic implications.
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