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Modeling and forecasting multifractal volatility established upon the heterogeneous market hypothesis

机译:基于异构市场假说建立的多重分形波动率的建模和预测

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摘要

We construct a new type of multifractal volatility models based on heterogeneous market hypothesis. Similar to the model setting of heterogeneous autoregressive model for realized volatility (HAR-RV), we replace the variables utilized in the HAR-RV model with daily, weeldy and monthly multifractal volatility. To evaluate the performance of our new multifractal volatility models, we compare the volatility forecasting accuracy of our models to that of other traditional benchmarks. The model confidence set (MCS) test shows that, although the autoregressive fractionally integrated moving average models for realized volatility (ARFIMA-RV) are the best forecasting ones, under several loss functions, our new multifractal volatility models outperform other traditional ones. In addition, our new models survive the MCS test in many cases.
机译:我们基于异构市场假说构建了一种新型的多重分形波动率模型。类似于用于实现波动率的异质自回归模型(HAR-RV)的模型设置,我们将HAR-RV模型中使用的变量替换为每日,每周和每月的多重分形波动率。为了评估新的多重分形波动率模型的性能,我们将模型的波动率预测准确性与其他传统基准的准确性进行了比较。模型置信度(MCS)测试表明,尽管针对实现波动率的自回归分数积分移动平均模型(ARFIMA-RV)是最好的预测模型,但在多个损失函数下,我们的新的多重分形波动率模型优于其他传统波动率模型。此外,我们的新模型在许多情况下都可以通过MCS测试。

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