2016
DOI: 10.2139/ssrn.2835570
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The Role of Jumps and Leverage in Forecasting Volatility in International Equity Markets

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Cited by 14 publications
(24 citation statements)
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“…A reasonable explanation as to why the TVTP-MRS-MIDAS-LCJ model is the best forecasting model lies in the fact that the Bitcoin market has high fluctuations and the TVTP model allows the transition probabilities between different jump-volatility regimes to change according to economic or market conditions; the leverage effect can increase the accuracy of the forecast, and various studies also support this (see, e.g., Buncic & Gisler, 2017;Choi & Richardson, 2016;Corsi & Renò, 2012).…”
Section: Out-of-sample Resultsmentioning
confidence: 99%
“…A reasonable explanation as to why the TVTP-MRS-MIDAS-LCJ model is the best forecasting model lies in the fact that the Bitcoin market has high fluctuations and the TVTP model allows the transition probabilities between different jump-volatility regimes to change according to economic or market conditions; the leverage effect can increase the accuracy of the forecast, and various studies also support this (see, e.g., Buncic & Gisler, 2017;Choi & Richardson, 2016;Corsi & Renò, 2012).…”
Section: Out-of-sample Resultsmentioning
confidence: 99%
“…Although it can successfully forecast stock market volatility, the HAR benchmark model may ignore some important factors. In this section, we follow Buncic and Gisler (2017), who emphasize the importance of jumps and leverage effects to forecasts of international stock market volatility, and extend the benchmark model by considering jumps and leverage effects separately. Due to the availability of jump data, we use the most simple jump measure proposed in the influential work of Andersen et al (2007).…”
Section: Jump and Leveragementioning
confidence: 99%
“…Finally, following Buncic and Gisler (2017), who emphasize the importance of jumps and the leverage effect to forecasting international stock market volatilities, we use the HAR-RV-J model proposed by Andersen et al (2007) and the HAR-RV-L model proposed by Corsi and Renò (2012) as additional benchmark models to determine whether information flows with IV are still more effective than information flows with RV in predicting international stock market volatility. The corresponding out-of-sample results are consistent with the results based on the HAR-RV benchmark model.…”
Section: Introductionmentioning
confidence: 99%
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“…More specifically, Aganin (2017) compare the GARCH, ARFIMA and HAR-RV models and the results show that HAR-RV model has superior performance than GARCH and ARFIMA models; moreover, Vortelinos (2017) compares the forecasting performance of nonlinear models (Principal Components Combining, neural networks and GARCH) and HAR-RV model, the result indicate the simple HAR model is the most accurate for seven US financial markets (spot equity, spot foreign exchange rates, exchange traded funds, equity index futures, US Treasury bonds futures, energy futures, and commodities options). Furthermore, Buncic and Gisler (2017) employ the HAR-RV-type models to investigate the role of jump and leverage effect in forecasting international stock market volatility; moreover, from global international market perspective, Zhang, Ma, and Liao (2020) focus on cross-national volatility flows and also employ the HAR-RV-type models. Given the success of the HAR-RV-type models, we follow abovementioned studies and set HAR-RV model as our benchmark.…”
Section: Introductionmentioning
confidence: 99%