2021
DOI: 10.1186/s12889-021-11891-6
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Using GAM functions and Markov-Switching models in an evaluation framework to assess countries’ performance in controlling the COVID-19 pandemic

Abstract: Background The COVID-19 pandemic has initiated several initiatives to better understand its behavior, and some projects are monitoring its evolution across countries, which naturally leads to comparisons made by those using the data. However, most “at a glance” comparisons may be misleading because the curve that should explain the evolution of COVID-19 is different across countries, as a result of the underlying geopolitical or socio-economic characteristics. Therefore, this paper contributes … Show more

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Cited by 6 publications
(3 citation statements)
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“…4.2 and 4.3 ; The null ( ) for all VaR and ES tests should not be rejected using in-sample data; The annual volatilities for both regimes must not be 0, and the annual volatility of the first regime (“low”) must be less than that of the second regime (“high”); The probabilities of staying in the original regime, and , must be higher than 85%; The half-life of volatility persistence should be less than 100 days, and the volatility half-life of the first regime must be less than that of the second regime; The model with the highest mean ( ) should be selected because the higher this value, the more persistent the regime. Otherwise, regime-switching might occur too often, which would not be plausible for MS-GARCH models, as even a single-regime GARCH model could perform better to explain periods of high and low volatility in stock indices [ 67 ]; Figure 4 shows the best-fitting models that meet the filtering protocol for each of the 16 stock indices. The purple dashed line is the 5% conditional VaR.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…4.2 and 4.3 ; The null ( ) for all VaR and ES tests should not be rejected using in-sample data; The annual volatilities for both regimes must not be 0, and the annual volatility of the first regime (“low”) must be less than that of the second regime (“high”); The probabilities of staying in the original regime, and , must be higher than 85%; The half-life of volatility persistence should be less than 100 days, and the volatility half-life of the first regime must be less than that of the second regime; The model with the highest mean ( ) should be selected because the higher this value, the more persistent the regime. Otherwise, regime-switching might occur too often, which would not be plausible for MS-GARCH models, as even a single-regime GARCH model could perform better to explain periods of high and low volatility in stock indices [ 67 ]; Figure 4 shows the best-fitting models that meet the filtering protocol for each of the 16 stock indices. The purple dashed line is the 5% conditional VaR.…”
Section: Resultsmentioning
confidence: 99%
“…The model with the highest mean ( ) should be selected because the higher this value, the more persistent the regime. Otherwise, regime-switching might occur too often, which would not be plausible for MS-GARCH models, as even a single-regime GARCH model could perform better to explain periods of high and low volatility in stock indices [ 67 ];…”
Section: Resultsmentioning
confidence: 99%
“…While molecular biology has attempted to predict new mutations, no successful method has been developed thus far. Therefore, we still needed a developed way of forecasting outbreaks of the new coronavirus variants because the evolution of COVID-19 variants differed across countries depending on socio-economic characteristics ( 10 ).…”
Section: Introductionmentioning
confidence: 99%