2011
DOI: 10.5539/ass.v7n7p115
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On the Risk-Return Tradeoff in the Stock Exchange of Thailand: New Evidence

Abstract: This paper provides new evidence on the positive risk-return tradeoff in the Thai stock market using monthly data. An AR(p)-GARCH-in-mean model is applied to the data from January 1981 to December 2009. Since stock prices and dividend series are not cointegrated, the excess returns are separately calculated as capital gain and dividend excess returns. By incorporating the dummy variables that capture the impact of the 1987 global stock market crash and the Asian 1997 financial crisis in the conditional varianc… Show more

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Cited by 7 publications
(6 citation statements)
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References 38 publications
(33 reference statements)
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“…The estimated risk premium coefficients ( ) in the GARCH (2,1)-M models are also positive for both asset and volume of trade returns indicating that the conditional variances used as proxies for risk of returns are positively related to the levels of returns. This result corroborates the empirical findings of several authors [42,43,25,44,45] but contrary to the findings of several authors [46,47,48,49]. Tables 8 and 9, we observe also that by incorporating the structural break points in the volatility models, there are significant decreases in the values of shock persistence parameters ( ) in all the estimated asymmetric GARCH-type models.…”
Section: Parameter Estimates Of Symmetric and Asymmetric Volatility Msupporting
confidence: 89%
“…The estimated risk premium coefficients ( ) in the GARCH (2,1)-M models are also positive for both asset and volume of trade returns indicating that the conditional variances used as proxies for risk of returns are positively related to the levels of returns. This result corroborates the empirical findings of several authors [42,43,25,44,45] but contrary to the findings of several authors [46,47,48,49]. Tables 8 and 9, we observe also that by incorporating the structural break points in the volatility models, there are significant decreases in the values of shock persistence parameters ( ) in all the estimated asymmetric GARCH-type models.…”
Section: Parameter Estimates Of Symmetric and Asymmetric Volatility Msupporting
confidence: 89%
“…In accordance with the strong stream of financial press (e.g. see French et al, 1987;Hansson & Hordahl, 1998;Jiranyakul, 2011;Lanne & Saikkonen, 2004; Mandimika &Chinzara, 2012; who applied GARCH-M model to determine the risk-return relationship), this study also applied the GARCH-M model to detect the pricing of risk in an emerging market. The following general equation represents this model (Mandimika & Chinzara, 2012):…”
Section: Garch-m Modelmentioning
confidence: 99%
“…For instance, Li et al (2005) concluded negative risk premium for six out of 12 markets, and so does by Mandimika and Chinzara (2012) while examining the South African stock market. However, on the contrary, the study of French et al (1987) and Yu and Hassan (2008) in the Middle East and North African region and Jiranyakul (2011) in Thailand accredited a positive risk-return trade-off declaring a positive risk premium. Black (1976), and later on Christie (1982), Cheung and Ng (1992) and Duffee (1995), who mainly focused on the developed market of the NYSE, are considered to be the pioneers of asymmetry and leverage effect.…”
Section: Introductionmentioning
confidence: 99%
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“…By analysing the risk-return relationship over time using rolling regressions, strong positive relationships between risk and expected return was found to persist throughout the sample period. Jiranyakul [15] investigated the link between risk-return trade-off in the Thai stock market using AR-GARCH-in-mean model on monthly data from January 1981 to December 2009. The author incorporated dummy variables in the conditional variance equations to capture the impact of the 1987 global stock market crash and the Asian 1997 financial crisis.…”
Section: Literature Reviewmentioning
confidence: 99%