Journal of Forecasting · 2022 · 53 citations · 12 references
ComputingEconomicsFinanceForecastingMachine LearningTime Series AnalysisDeep LearningTime Series ForecastingTime Series ModelingTime Series PredictionVolatility AnalysisVolatility ModelingConditional Heteroskedasticity ModelsDeep Learning For Time Series ForecastingDeep Learning-based ForecastingGeneralized Autoregressive Conditional Heteroskedasticity ModelsRealized VolatilityTime Series Volatility ModelingVolatilityVolatility Forecasting
Abstract Empirical experiments have shown that macroeconomic variables can affect the volatility of stock market. However, the frequencies of macroeconomic variables are low and different from the stock market volatility, and few literature considers the low‐frequency macroeconomic variables as input indicators for deep learning models. In this paper, we forecast the stock market volatility incorporating low‐frequency macroeconomic variables based on a hybrid model integrating the deep learning method with generalized autoregressive conditional heteroskedasticity and mixed data sampling (GARCH‐MIDAS) model to process the mixing frequency data. This paper firstly takes macroeconomic variables as exogenous variables then uses the GARCH‐MIDAS model to deal with the problem of different frequencies between the macroeconomic variables and stock market volatility and to forecast the short‐term volatility and finally takes the predicted short‐term volatility as the input indicator into machine learning and deep learning models to forecast the realized volatility of stock market. It is found that adding macroeconomic variables can significantly improve the forecasting ability in the comparison of the forecasting effects of the same model before and after adding the macroeconomic variables. Additionally, in the comparison of the forecasting effects among different models, it is also found that the forecasting effect of the deep learning model is the best, the machine learning model is worse, and the traditional econometric model is the worst.
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Generalized autoregressive conditional heteroskedasticity
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