2019
DOI: 10.1002/fut.22052
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Multivariate realized volatility forecasts of agricultural commodity futures

Abstract: We forecast the multivariate realized volatility of agricultural commodity futures by constructing multivariate heterogeneous autoregressive (MHAR) models with flexible heteroscedastic error structures that allow for non‐Gaussian distribution, stochastic volatility, and heteroscedastic and serial dependence. We evaluate the forecast performances of various models based on both statistical and economic criteria. The in‐sample and out‐of‐sample results suggest that the proposed MHAR models allowing for flexible … Show more

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Cited by 2 publications
(3 citation statements)
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“…The specification of the common‐volatility for the MHAR‐CSV model and the MHAR‐CSV‐t models introduces extra information of the co‐movement of agricultural commodity futures, which results in the better forecast performances of these two models. This finding is consistent with those in Carriero et al (2016), Luo and Chen (2019) and Chan (2020).…”
Section: Out‐of‐sample Forecastingsupporting
confidence: 93%
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“…The specification of the common‐volatility for the MHAR‐CSV model and the MHAR‐CSV‐t models introduces extra information of the co‐movement of agricultural commodity futures, which results in the better forecast performances of these two models. This finding is consistent with those in Carriero et al (2016), Luo and Chen (2019) and Chan (2020).…”
Section: Out‐of‐sample Forecastingsupporting
confidence: 93%
“…The introduction of extra information from the co‐movement of commodity futures can also improve forecast accuracy, which has been proven in some research (e.g., Carriero et al, 2016; Chan, 2020). Second, specifying the HAR models with heteroscedastic and flexible error structures can lead to better portfolio performances, as shown in Luo and Chen (2019). Thus, the HAR model with co‐volatility provides surpluses in portfolio returns.…”
Section: Out‐of‐sample Forecastingmentioning
confidence: 98%
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