In this paper, an econometric model of consumption in Bulgaria for the period 1997-2005 is constructed. The Error-Correction Model (ECM) approach is employed and long-run relationship between household consumption and income was found. The primary purpose of this empirical paper is to get a better understanding of the factors driving household consumption in Bulgaria and to estimate a consumption function to be used for medium-term forecasting. It is shown that all households behave in a Keynesian way, basing their consumption decisions on current income.
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Bredin D. and K. Cuthbertson (2001). “Liquidity Effects and Precautionary Saving in the Czech Republic” Central Bank of Ireland Technical Paper 4/RT/01.
Campbell J. N. Gregory Mankiw (1991). “The response of consumption to income: A cross-country investigation” European Economic Review 35 (4): 723-756
Chukalev G. (2010) “Consumption Income and Household Wealth” Agency for Economic Analysis and Forecasting Working Paper 2 Sofia Bulgaria.
Davidson J.E.H. D.F. Hendry. F. Srba. and S. Yeo (1978). “Econometric Modelling of Aggregate Time Series Relationship between Consumers Expenditure and Income in United Kingdom” The Economic Journal 88 pp. 661-692.
Dickey D.A. and Fuller W.A. (1981). “Distribution of the estimators for autoregressive time series with a unit root.” Econometrica 49 1057-72.
Engel R.F. and C.W.J. Granger (1987). “Co-intergration and Error Correction: Representation Estimation and Testing” Econometrica 55(2) pp. 1039 - 1089.
Flavin M. (1981). “The Adjustment of Consumption to Changing Expectations about future income” Journal of Political Economy 89 (5) pp. 974-1009.
Friedman M. (1957). A Theory of the Consumption Function Princeton University Press Princeton.
Genchev E. (2012) “Analysis of income-consumption relationship in Bulgaria and Russia” Young Scientist 4: 115-9.
Hall R.E. (1978). “Stochastic Implications of the Life Cycle Hypothesis: Theory and Evidence” Journal of Political Economy 86 pp. 971-987.
Hendry D. F. (1993) Econometrics: Alchemy or Science? Essays in Econometric Methodology. Blackwell Publishers: Oxford UK. International Monetary Fund (2005). International Financial Statistics Database. Available on-line at: www.imf.org.
Johansen S. (1991). “Estimation and Hypothesis Testing of Cointegration Vectors in Gaussian Vector Autoregressive Models.” Econometrica 59 (6): 15511580.
Keynes J.M. (1963). The General Theory of Employment Interest and Money. Oxford Bulletin of Economics and Statistics 54 (3) pp. 325-348.
Kwiatkowski D. Phillips P. C. B. Schmidt P. Shin Y. (1992). “Testing the null hypothesis of stationarity against the alternative of a unit root”. Journal of Econometrics 54 (13): 159-178.
Lucas Rober E. Jr (1976) “Econometric Policy Evaluation: A Critique. Studies in Business- Cycle Theory”. The MIT Press: Cambridge MA.
Modigliani F. and R. Brumberg (1954). “Utility Analysis and the Consumption Function: An Interpretation of Cross-Section Data” In Post-Keynesian Economics ed. K. Kurhira. New Brunswick NJ: Rutger University Press.
Muellbauer J. and R. Lattimore (1999). “The Consumption Function: A Theoretical and Empirical Overview” in: Handbook of Applied Econometrics. Volume I: Macroeconomics M. Hashem Pesaran and Michael R. Wickens (eds.) Blackwell Publishing.
Petrova P. G. Stoianova I. Gueorguiev. (1996) “Application of the Cointegration Analysis: Ination. Consumer Function” Agency for Economic Analysis and Forecasting SofiaBulgaria.
Phillips P. and Perron P. (1988). “Testing for a Unit Root in Time Series Regression”.Biometrika 75 (2): 335346.
Said S. and Dickey D. (1984). “Testing for Unit Roots in Autoregressive-Moving Average Models of Unknown Order”. Biometrika 71 (3): 599-607.
Skoufias Emmanuel (2004). Consumption Smoothing During the Economic Transition in Bulgaria. Journal of Comparative Economics 32 (2) (2004) 328-347.
Yoldas I. (2006) “Modelling Aggregate UK Consumption Function: A Time Series Analysis” B.Sc. Dissertation University of Southampton Mimeo