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2015, vol. 43, br. 1, str. 7-24
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Modeliranje i predviđanje deviznog kursa - komparacija zemalja Istočne Evrope i razvijenih zemalja
Modeling and forecasting exchange rate volatility: Comparison between EEC and developed countries
Univerzitet Privredna akademija u Novom Sadu, Fakultet za ekonomiju i inženjerski menadžment - FIMEK, Srbija
e-adresa: sinisamiletic72.bgd@gmail.com
Ključne reči: volatilnost deviznih kurseva; GARCH modeli; zemlje Istočne Evrope; razvijene zemlje; Mincer-Zarnowitz-ev regresioni test; Diebold i Mariano test (DM test)
Sažetak
Osnovni cilj ovoga rada jeste testiranje hipoteze da su devizni kursevi u zemljama u razvoju osetljiviji na negativne šokove u odnosu na pozitivne i da razvijene zemlje ne pokazuju isti obrazac, bar ne sa istim intenzitetom. U cilju merenja tržišnih rizika primenjeni su simetrični GARCH model kao i tri asimetrična GARCH modela. Tačnost predviđanja volatilnosti deviznih kurseva ocenjena je primenom nekoliko najčešće korišćenijih kriterijuma: Mincer-Zarnowitz-ovog regresionog testa i Diebold i Mariano testa (DM test). Dnevni prinosi deviznih kurseva HUF/USD, RON/USD i RSD/USD za zemlje istočne Evrope i, EUR/USD, GBP/USF i JPY/USD za razvijene zemlje analizirani su u periodu od 03. januara 2000 do 15. aprila 2013 godine. Ocenjeni rezultati potvrđuju superiornost GARCH modela u poređenju sa ostalim modelima. Rezultati predviđanja uslovne volatilnosti pokazuju da GARCH modeli poseduju superiornije performance predviđanja kako u zemljama Istočne Evrope tako i u razvijenim zemljama. Samo u slučaju rumunskog leja TGARCH model se pokazao kao superiornijim modelom predviđanja uslovne varijanse u odnosu na simetrični GARCH model.
Abstract
The main objective of this study is to test the hypothesis that exchange rates in emerging countries are more sensitive to negative shocks than positive ones, and that developed ones do not exhibit this same pattern, at least not with the same intensity. In order to measure the involved risk, symmetric and asymmetric GARCH models are applied. The accuracy of exchange rate volatility forecast is evaluated using the Mincer-Zarnowitz regression based test and Diebold and Mariano test (DM test). The daily exchange rate returns of HUF/USD, RON/USD and RSD/USD for EEC countries and, the EUR/USD, GBP/USF and JPY/USD for developed countries are analysed for the period January 3, 2000 to April 15, 2013, in respect. Estimation results confirmed superiority of GARCH model in comparison to asymmetric GARCH models. Results of predictability of conditional variance indicate that GARCH model offers superior performance of forecasting in both of EEC and developed countries. Only in case of Romanian lei TGARCH outperformed GARCH model.
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Reference
|
|
Abdalla, S.Z.S. (2012) Modelling Exchange Rate Volatility using GARCH Models: Empirical Evidence from Arab Countries. International Journal of Economics and Finance, 4(3), 216-229
|
|
Andersen, T., Bollerslev, T., Diebold, F., Labys, P. (2000) Exchange Rate Returns Standardized by Realized Volatility are (Nearly) Gaussian. Multinational Finance Journal, 4, 159-179
|
|
Antonakakis, N., Darby, J. (2012) Forecasting volatility in developing countries' nominal exchange returns. MPRA Paper, No. 40875
|
24
|
Bollerslev, T. (1986) Generalized autoregressive conditional heteroskedasticity. Journal of Econometrics, April, 31:3, str. 307-27
|
2
|
Diebold, F., Mariano, R. (1995) Comparing predictive accuracy. Journal of Business and Economic Statistics, 13, str. 253-263
|
2
|
Ding, Z., Granger, C.W.J., Engle, R.F. (1993) A long memory property of stock market returns and a new model. Journal of Empirical Finance, 1 (1): 83-106
|
21
|
Engle, R.F. (1982) Autoregressive Conditional Heteroscedasticity with Estimates of the Variance of United Kingdom Inflation. Econometrica, 50(4): 987
|
|
Griebeler, C.M. (2010) Models for forecasting exchange rate volatility: A comparison between developed and emerging countries. IMPA
|
|
Hsie, D.A. (1989) Modeling heteroskedasticity in daily foreign-exchange rates. Journal of Business & Economic Statistic, 7(3)
|
1
|
Longmore, R., Robinson, W. (2004) Modeling and forecasting exchange rate dynamics: An application of asymmetric volatility models. Bank of Jamaica-Research Services Department, Working Paper WP 2004/3
|
1
|
McMillan, D., Thupayagale, P. (2010) Evaluating Stock Index Return Value-at-Risk Estimates in South Africa: Comparative Evidence for Symmetric, Asymmetric and Long Memory GARCH Models. Journal of Emerging Market Finance, 9(3): 325-345
|
|
Mincer, J., Zarnowitz, V. (1969) The evaluation of economic forecast. u: Mincer J. [ur.] Economic Forecast and Expectations, New York: NBER
|
|
Mundaca, B. (1991) The Volatility of the Norwegian Currency Basket. Scandinavian Journal of Economics, 93(1): 53
|
5
|
Nelson, D.B. (1991) Conditional heteroscedasticity in asset returns: A new aproach. Econometrica, 59:2, str. 347-70
|
1
|
Olowe, R.A. (2009) Modelling Naira/Dollar Exchange Rate Volatility: Application of GARCH And Asymmetric Models. International Review of Business Research Papers, 5(3); 377-398
|
|
Sandoval, J. (2006) Do asymmetric Garch models fit better rate volatilities on emerging markets. Working Paper Universidad Externado do Colombia, Odeon, pp. 99-116
|
|
Vee, D.C., Gonpot, P., Sookia, N. (2011) Forecasting Volatility of USD/MUR Exchange Rate using a GARCH (1,1) model with GED and Student’s-t errors. University of Mauritius Research Journal, 17(1): 1-14
|
3
|
Zakoian, J.M. (1994) Threshold heteroscedastic models. Journal of Economic Dynamics and Control, 18, str. 931-955
|
|
|
|