Jump-Robust Realized-GARCH-MIDAS-X Estimators for Bitcoin and Ethereum Volatility Indices

IF 0.9 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Stats Pub Date : 2023-12-12 DOI:10.3390/stats6040082
Julien Chevallier, Bilel Sanhaji
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Abstract

In this paper, we conducted an empirical investigation of the realized volatility of cryptocurrencies using an econometric approach. This work’s two main characteristics are: (i) the realized volatility to be forecast filters jumps, and (ii) the benefit of using various historical/implied volatility indices from brokers as exogenous variables was explicitly considered. We feature a jump-robust extension of the REGARCH-MIDAS-X model incorporating realized beta GARCH processes and MIDAS filters with monthly, daily, and hourly components. First, we estimated six jump-robust estimators of realized volatility for Bitcoin and Ethereum that were retained as the dependent variable. Second, we inserted ten Bitcoin and Ethereum volatility indices gathered from various exchanges as an exogenous variable, each at a time. Third, we explored their forecasting ability based on the MSE and QLIKE statistics. Our sample spanned the period from May 2018 to January 2023. The main result featured the best predictors among the volatility indices for Bitcoin and Ethereum derived from 30-day implied volatility. The significance of the findings could mostly be attributable to the ability of our new model to incorporate financial and technological variables directly into the specification of the Bitcoin and Ethereum volatility dynamics.
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比特币和以太坊波动率指数的跃迁-稳健实现-GARCH-MIDAS-X 估计器
在本文中,我们使用计量经济学方法对加密货币的已实现波动性进行了实证调查。这项工作的两个主要特点是(i) 要预测的已实现波动率过滤了跳跃;(ii) 明确考虑了使用经纪商提供的各种历史/隐含波动率指数作为外生变量的好处。我们对 REGARCH-MIDAS-X 模型进行了跳跃稳健性扩展,纳入了已实现的贝塔 GARCH 过程和 MIDAS 滤波器的月度、日和小时成分。首先,我们估算了比特币和以太坊已实现波动率的六个跳跃稳健估计值,并将其保留为因变量。其次,我们插入了从不同交易所收集的十个比特币和以太坊波动率指数作为外生变量,每次一个。第三,我们根据 MSE 和 QLIKE 统计量探索了它们的预测能力。我们的样本时间跨度为 2018 年 5 月至 2023 年 1 月。主要结果显示,根据 30 天隐含波动率得出的比特币和以太坊波动率指数具有最佳预测能力。研究结果的重要性主要归功于我们的新模型能够将金融和技术变量直接纳入比特币和以太坊波动动态的规范中。
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0.60
自引率
0.00%
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0
审稿时长
7 weeks
期刊最新文献
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