2008
DOI: 10.2139/ssrn.1157035
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Exchange Rate Volatility and Exports: New Empirical Evidence from the Emerging East Asian Economies

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Cited by 40 publications
(53 citation statements)
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“…() and Chit et al . (), the first‐difference of the log of monthly exchange rates is assumed to follow a random walk with a drift:Δeijtk=italicα0k+italicαijtkΔeijt1k+uijtk, where u ijt ~ N (0, h ijt ) and Δeijtk denotes the first‐difference of the natural log of the bilateral RER of industry k at t period between countries i and j . The conditional variance is defined as:hijtk=italicβ0k+italicβ1kuijt1k,2+italicβ2khijtk, where uijt1k,2 denotes the square of residuals, uijt1k, estimated by the ARCH model at t − 1 period.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…() and Chit et al . (), the first‐difference of the log of monthly exchange rates is assumed to follow a random walk with a drift:Δeijtk=italicα0k+italicαijtkΔeijt1k+uijtk, where u ijt ~ N (0, h ijt ) and Δeijtk denotes the first‐difference of the natural log of the bilateral RER of industry k at t period between countries i and j . The conditional variance is defined as:hijtk=italicβ0k+italicβ1kuijt1k,2+italicβ2khijtk, where uijt1k,2 denotes the square of residuals, uijt1k, estimated by the ARCH model at t − 1 period.…”
Section: Methodsmentioning
confidence: 99%
“…Recent empirical studies, however, have found that the exchange rate volatility has significantly negative effect on intra‐Asian trade (e.g. Thorbecke, ; Hayakawa and Kimura, ; Chit et al ., ; and Tang, ). These studies focused on a particular industry (electronic components in Thorbecke, ), and the difference between final and intermediate goods (Hayakawa and Kimura, ; and Tang, ).…”
Section: Introductionmentioning
confidence: 96%
“…The key explanatory variable in regression (3) is the firm‐level exchange rate risk, ERRitalickt. Following Chit, Rizov, and Willenbockel (), we first define a proxy for exchange rate volatility, Vjt, for country j in year t : Vitalicjt=m=011false(normalΔln(RERjt,(m1,m))normalΔlnfalse(RERjt,false(m1,mfalse)false)¯false)211Here, Δln(RERjt,(m1,m)) is the first difference of the log monthly exchange rate in year t and m represents the month. Thus, in each year t , we have 12 Δln(RERjt,(m1,m))s.…”
Section: Exchange Rate Risk and Trade Mode Choicementioning
confidence: 99%
“…In some recent studies, the gravity model is used to analyze the effects of exchange rate volatility, trade liberalization, and regional integration on East Asian trade flows (Chit et al . ; Jongwanich ; Sheng et al . ).…”
Section: Analytical Framework and Datamentioning
confidence: 99%
“…Chit et al . ) suggests estimation of the gravity model using fixed effects (FE) may not be reliable because of potential endogeneity. There has been a growing trend to estimate the dynamic panel using the instrumental variable (IV) or the generalized method of moments (GMM) techniques to address endogeneity.…”
Section: Analytical Framework and Datamentioning
confidence: 99%