一种预测已实现波动率的聚类har模型

Xingzhi Yao, M. Izzeldin, Zhenxiong Li
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引用次数: 9

摘要

本文提出了一种聚类har型模型,该模型采用层次聚类技术形成异构波动分量的级联。与传统的har型模型相比,本文提出的聚类模型是基于聚类组Lasso选择的相关滞后波动率。我们的模拟证据表明,聚类组Lasso在变量筛选方面优于其他选择,聚类HAR在预测未来已实现波动率方面表现最佳。在一个经验应用中也证明了聚类模型的预测优势,通过将连续样本路径波动过程的跳跃分离出来,往往可以获得最高的预测精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Novel Cluster HAR-Type Model for Forecasting Realized Volatility
This paper proposes a cluster HAR-type model that adopts the hierarchical clustering technique to form the cascade of heterogeneous volatility components. In contrast to the conventional HAR-type models, the proposed cluster models are based on the relevant lagged volatilities selected by the cluster group Lasso. Our simulation evidence suggests that the cluster group Lasso dominates other alternatives in terms of variable screening and that the cluster HAR serves as the top performer in forecasting the future realized volatility. The forecasting superiority of the cluster models are also demonstrated in an empirical application where the highest forecasting accuracy tends to be achieved by separating the jumps from the continuous sample path volatility process.
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