2022
DOI: 10.1108/cfri-07-2022-0109
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Uncertainty governance in the stock market during the COVID-19: evidence of the strictest economies in the world

Abstract: PurposeAccording to the Government Response tracker (oxCGRT) index, the strictest policy responses to the coronavirus pandemic from January 2020 to May 2022 belong to Italy, China, Hong Kong, Greece, Austria, Peru, Singapore and Malaysia. The main question is: “this level of strictness has been able to reduce the uncertainty of the stock market?”Design/methodology/approachTo achieve this goal, the authors investigated the effect of oxCGRT index, and the growth rate of COVID-19 confirms cases on stock market un… Show more

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Cited by 7 publications
(7 citation statements)
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“…Following recent studies (Owjimehr and Dastfroosh, 2022;Çetin, 2022;Cabanillas-Jim enez and Galanakis, 2022;Scherf et al, 2022;Zaremba et al, 2020) 1% level, indicating stationary time series. The means of stock returns are very close to zero, assuming a mean of zero, the t-statistics calculated for the return series show that they are not significantly different from zero, so we set the mean as zero in the subsequent EGARCH modeling.…”
Section: Government Interventionsmentioning
confidence: 60%
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“…Following recent studies (Owjimehr and Dastfroosh, 2022;Çetin, 2022;Cabanillas-Jim enez and Galanakis, 2022;Scherf et al, 2022;Zaremba et al, 2020) 1% level, indicating stationary time series. The means of stock returns are very close to zero, assuming a mean of zero, the t-statistics calculated for the return series show that they are not significantly different from zero, so we set the mean as zero in the subsequent EGARCH modeling.…”
Section: Government Interventionsmentioning
confidence: 60%
“…Considering the characteristics of fat tails and the clustering tendency of volatility, the conditional volatility calculated using the EGARCH (1,1) model based on daily returns (Hsieh, 1993; Lim and Sek, 2013; Owjimehr and Dastfroosh, 2022; Mahajan et al ., 2022). There are two reasons why the EGARCH model is chosen instead of the Engle (1982) ARCH or Bollerslev (1986) GARCH model: (1) EGARCH allows the conditional variance to respond differently to the decrease and increase of the return, while ARCH and GARCH impose symmetric responses; (2) Unlike ARCH and GARCH, no constraints are imposed on the coefficients of the variance equation to ensure the non-negativity of the variance in EGARCH.…”
Section: Methodsmentioning
confidence: 99%
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