2019
DOI: 10.1002/for.2598
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Modeling and forecasting the oil volatility index

Abstract: The increase in oil price volatility in recent years has raised the importance of forecasting it accurately for valuing and hedging investments. The paper models and forecasts the crude oil exchange‐traded funds (ETF) volatility index, which has been used in the last years as an important alternative measure to track and analyze the volatility of future oil prices. Analysis of the oil volatility index suggests that it presents features similar to those of the daily market volatility index, such as long memory,… Show more

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Cited by 14 publications
(8 citation statements)
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References 73 publications
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“…For empirical applications on these models we direct you to(Caggiano et al, 2017;Chkili, 2017;Elliott et al, 2016;Ghoshray, 2010;Moore & Wang, 2007;Nademi & Nademi, 2018;Umer et al, 2018) 3 For studies using the HAR model across different asset classes we direct you toSantos and Ziegelmann (2014) for Spanish equity index data, Y Wang et al (2017). for US equity index data,Buncic and Gisler (2016) for global equity index data;Čech and Baruník (2017) andAudrino et al (2020) for empirical applications using individual firm data;Mazzeu et al (2019) andLi et al (2020) for commodities.…”
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confidence: 99%
“…For empirical applications on these models we direct you to(Caggiano et al, 2017;Chkili, 2017;Elliott et al, 2016;Ghoshray, 2010;Moore & Wang, 2007;Nademi & Nademi, 2018;Umer et al, 2018) 3 For studies using the HAR model across different asset classes we direct you toSantos and Ziegelmann (2014) for Spanish equity index data, Y Wang et al (2017). for US equity index data,Buncic and Gisler (2016) for global equity index data;Čech and Baruník (2017) andAudrino et al (2020) for empirical applications using individual firm data;Mazzeu et al (2019) andLi et al (2020) for commodities.…”
mentioning
confidence: 99%
“…In this study, ARMA/ARIMA is developed and also examines the performance of the model using Mean Absolute Percentage Error (MAPE) and Root Mean Square Error (RMSE) (Ben Amor, Boubaker, & Belkacem, 2018;Goto & Taniguchi, 2019). As postulated by Box and Jenkins in the second half of the 1970s (Zhang et al, 2018), time series model had an autoregressive and moving average part (Gonçalves Mazzeu, Veiga, & Mariti, 2019). It means that Autoregressive (AR) and Moving Average (MA) are denoted as ARIMA (p, d, q) where p signifies the order of autoregressive process, d indicates the order of differencing of the timeseries data and qthe order of moving average process.…”
Section: Methodsmentioning
confidence: 99%
“…We then subtracted the inflation expectation over the eight quarters, to determine the long run as used by, (Orphanides & Wieland, 2004). (23) Thus, the Fisher effect becomes: (24) Using the reduced form based on the concept of simultaneity, we have: (25) where, φ = monetary shock (Nechio et al, 2018). (26) Where, , , , and are negative coefficients.…”
Section: International Fisher Effects (Ife) and New Keynesian Philip Curve (Nkpc)mentioning
confidence: 99%