An empirical investigation of multiperiod tail risk forecasting models
In the context of multiperiod tail risk (i.e., VaR and ES) forecasting, we provide a new semiparametric risk model constructed based on the forward-looking return moments estimated by the stochastic volatility model with price jumps and the Cornish–Fisher expansion method, denoted by SVJCF. We apply...
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Veröffentlicht in: | International review of financial analysis 2023-03, Vol.86, p.102498, Article 102498 |
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Format: | Artikel |
Sprache: | eng |
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Zusammenfassung: | In the context of multiperiod tail risk (i.e., VaR and ES) forecasting, we provide a new semiparametric risk model constructed based on the forward-looking return moments estimated by the stochastic volatility model with price jumps and the Cornish–Fisher expansion method, denoted by SVJCF. We apply the proposed SVJCF model to make multiperiod ahead tail risk forecasts over multiple forecast horizons for S&P 500 index, individual stocks and other representative financial instruments. The model performance of SVJCF is compared with other classical multiperiod risk forecasting models via various backtesting methods. The empirical results suggest that SVJCF is a valid alternative multiperiod tail risk measurement; in addition, the tail risk generated by the SVJCF model is more stable and thus should be favored by risk managers and regulatory authorities.
•We provide a semiparametric methodology for forecasting multiperiod VaR and ES.•The empirical analysis is conducted for multiple asset classes.•We test model performances of diverse risk models with various backtesting methods.•Our proposed risk model is a valid alternative and offers stable risk forecasts. |
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ISSN: | 1057-5219 1873-8079 |
DOI: | 10.1016/j.irfa.2023.102498 |