2015
DOI: 10.1016/j.irfa.2015.01.013
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Monetary environments and stock returns: International evidence based on the quantile regression technique

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Cited by 17 publications
(18 citation statements)
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“…This method is based on the conditional mean 1066 IJPPM 66,8 or central tendency, which may misrepresent reality, as a variation of the dependent variable may matter between upper and lower values. As such, the impact of explanatory variables may not be homogenous across various ranges of real performance (Sánchez-Vidal, 2014;Chevapatrakul, 2015;Kang and Liu, 2014;Marrocu et al, 2015). A positive relationship between a variable and its explanatory variable may turn out to be reverse with other levels of the dependent variable.…”
Section: Ijppm 668mentioning
confidence: 99%
“…This method is based on the conditional mean 1066 IJPPM 66,8 or central tendency, which may misrepresent reality, as a variation of the dependent variable may matter between upper and lower values. As such, the impact of explanatory variables may not be homogenous across various ranges of real performance (Sánchez-Vidal, 2014;Chevapatrakul, 2015;Kang and Liu, 2014;Marrocu et al, 2015). A positive relationship between a variable and its explanatory variable may turn out to be reverse with other levels of the dependent variable.…”
Section: Ijppm 668mentioning
confidence: 99%
“…Examining the impact of news on return volatility, Nelson (1991) and Glosten et al (1993), for example, show that markets react more aggressively to bad news than good news. Furthermore, Chevapatrakul (2014) and Chevapatrakul (2015) both reveal that stock markets respond asymmetrically to changes in monetary policy depending on the level of the stock market return. Investigating the causality between past trading volume and index returns in the Pacific Basin countries, Gebka and Wohar (2013) uncover strong nonlinear causality.…”
Section: Introductionmentioning
confidence: 99%
“…In order to ensure that the statistical inference is valid, the pairs bootstrapping by Buchinsky (1995) is used to compute the standard errors given that the errors produced with this method are asymptotically valid under heteroscedasticity and misspecification. This method of bootstrapping includes drawing pairs with replacement from the sample, each with equal probability (Chevapatrakul, 2015). The Monte Carlo simulation results documented by Buchinsky (1995) suggest that the pairs-bootstrap estimator produces the best results.…”
Section: Empirical Modelmentioning
confidence: 99%