Title: NAIRU%20Estimation%20in%20Romania%20(including%20a%20comparison%20with%20other%20transition%20countries)
1NAIRU Estimation in Romania (including a
comparison with other transition countries)
THE ACADEMY OF ECONOMIC STUDIES DOCTORAL SCHOOL
OF FINANCE AND BANKING
- Student Otilia Iulia Ciotau
- Supervisor Professor Moisa Altar
BUCHAREST,2004
2Contents
- The papers incentives
- Features of unemployment rate in Romania
- Estimation methods
- Comparison of results
- Concluding remarks
3Natural Rate and NAIRUIs there any difference?
- Natural rate of unemployment - Friedman (1968),
- Phelps (1968) the level of unemployment to
which the - economy would converge in the long run in the
absence - of structural changes to the labor market
- NAIRU (Non-Accelerating Inflation Rate of
Unemployment) - Modigliani and Papademos (1975)
the rate of unemployment at which there is no
tendency for inflation to increase or decrease
4Are NAIRU estimates useful?
- I have become convinced that the NAIRU is a
useful analytic concept. It is useful as a theory
to understand the causes of inflation. It is
useful as an empirical basis for predicting
changes in the inflation rate. And, it is useful
as a general guideline for thinking about
macroeconomic policy. - Stiglitz, J. , Reflections on the Natural
Rate Hypothesis
5Features of Unemployment Rate in Romania
- The labor market have been strongly affected by
the adjustment process from centrally planned to
market-oriented economies - Mass lay-offs
- Issues about underestimation of unemployment rate
(masked unemployment, methodology) - Labor force working in informal economy
- Active measures for unemployment mitigation (Law
no76/2002).
6Unemployment Rate in Romania (19941 20041)
7Estimation methods
- Statistical methods
- Hodrick-Prescott Filter
- Univariate UC
- Bivariate UC (Okuns approach)
- Multivariate UC
- Reduced-form methods
- Phillips curve with constant NAIRU
- Elmeskov method
- Phillips curve with time-varying NAIRU
8Hodrick-Prescott ( 1600)
9Univariate UC for Romania
10Seasonal component and intervention variable
- The seasonal pattern is the sum of s/2 (two for
quarterly data) cyclical components, with
frequencies -
11Back
12- Period 25.9808 ( 6.49521 'years')
- Amplitude 0.0142053
- Rho 0.94072
- Variance 0.000111226
Estimated parameters for the cycle
13Unemployment Rate Forecast
14Univariate UC for Czech R.and Lithuania
- Fitted model
- Intervention variables Irr 2002. 1 Irr 2003. 4
- for Czech R.
15NAIRU (UC-1 trend) Czech R.
16UC-1 slope for Czech R.
17Unemployment gap Czech R.
18Bivariate UC unemployment rate and real GDP
(19941-20033)
- Okuns law
- SUTSE (Seemingly Unrelated Time Series
Equations)
- Intervention variable
- For unemployment series irr 20021
- For GDP level 19971.
19Common cycles
20NAIRU (trend UC-2) and unemployment gap (cycle
UC-2)
UC-1 NAIRU
21Potential Output (trend UC-2) and Output Gap
22Unemployment Rates in Transition Economies
23Multivariate framework
- SUTSE model for six countries
- Estimated parameters for the similar cycle
- Rho 0.96
- Period 21.56 (5.38987 years)
24Correlation between cyclical components
- Czech R.
- Hungary 0.983
- Lithuania -0.244 -0.146
- Polonia 0.041 0.137 0.958
- Slovakia 0.176 0.104 0.459 0.523
- Romania 0.548 0.441 -0.004 0.155 0.848
25Short-run commovements between unemployment rate
in Czech R. and Hungary
26Correlation between seasonal components
- Czech R.
- Hungary 0.176
- Lithuania -0.151 0.669
- Polonia 0.218 0.799 0.504
- Slovakia -0.019 0.888 0.826 0.673
- Romania 0.049 0.806 0.655 0.942 0.791
27Seasonal comovements between unemployment rate in
Poland and Romania
28Seasonal components in unemployment rate Romania
29Seasonal components in unemployment rate Poland
30Seasonal comovements between unemployment rate in
Hungary and Slovakia
31Seasonal components in unemployment rate Hungary
32Seasonal components in unemployment rate Slovakia
33NAIRU (UC-2 trend) and unemployment gap in Romania
Amplitude 0.5306
34NAIRU (UC-2 trend) and unemployment gap in Czech
R.
Amplitude 0.94145
35NAIRU (UC-2 trend) and unemployment gap in
Lithuania
Amplitude 0.74114
36NAIRU (UC-2 trend) and unemployment gap in Poland
Amplitude 0.552935
37NAIRU (UC-2 trend) and unemployment gap in
Slovakia
Amplitude 0.1882
38NAIRU (UC-2 trend) and unemployment gap in Hungary
Amplitude 0.32301
39Testing for hysteresis
- ADF, PP we cannot reject the unit root
hypothesis for any of the six series - Zivot and Andrews (1992) unit root test with
structural break endogenously determined (prg.
EViews)
40Zivot, Andrews test results
Country AIC Model A AIC Model B AIC Model C AIC Model D Best model Estimated for best model Tmin Unit root test outcome
Czech R. 1.14232 1.17235 1.09873 1.16907 C 0.594029 3.8940 Not significant at 10
Hungary 0.29012 -0.02973 0.01730 0.43079 B -0.60811 -18231 Significant at 5
Poland 1.87665 1.32674 1.46456 1.79896 B -0.06758 4.7456 Not significant at 10
Slovakia 1.39449 1.85756 1.15908 1.33907 D 0.607344 7.3205 Significant at 1
Lithuania 2.98971 2.62469 1.87074 2.87342 C 0.188624 4.3976 Not significant at 10
Romania 2.78114 2.76273 2.13581 3.21371 C -0.32009 8.2090 Significant at 1
41Breakpoints endogenously determined by ZA test
Country Breakpoint Significance
Czech Republic 1998 q2 Not significant at 10
Hungary 2001 q2 Significant at 5
Poland 1998 q2 Not significant at 10
Slovakia 1998 q4 Significant at 1
Lithuania 2003 q3 Not significant at 10
Romania 2001 q4 Significant at 1
42Reduced-form methods
- Triangle model of inflation (Gordon)
where
43Constant NAIRU (u 6.98)
Method Least Squares Method Least Squares Method Least Squares Method Least Squares Method Least Squares
Sample 19941 20041 Sample 19941 20041 Sample 19941 20041 Sample 19941 20041 Sample 19941 20041
Variable Coefficient Std. Error t-Statistic Prob.
C 9.932965 5.102861 1.946548 0.0599
DINF(-2) -0.404529 0.104494 -3.871320 0.0005
SOM(-1) -1.423750 0.535690 -2.657787 0.0119
DSOM -2.379647 1.320497 -1.802084 0.0804
CFE 0.220746 0.038290 5.765139 0.0000
OILM(-1) 0.166008 0.063716 2.605430 0.0135
REER -0.330547 0.128512 -2.572106 0.0146
R-squared 0.651039
Adjusted R-squared 0.589458
44Elmeskov Method
- simplified accelerationist version of Phillips
curve - An estimate of is obtained for any two
consecutive - periods as which is
substituted in (1) to give
45Elmeskov Method
46Time-varying NAIRU
- The basic inflation equation
- is supplemented by a second equation that
explicitly allows the NAIRU to vary with time - The method of estimation is Kalman filter with a
standard deviation of 0.2 for the state variable
as a smoothing prior (Gordon 1997). -
47Time-varying NAIRU
48Comparison of results
HP Univar.UC Bivar.UC Multivar.UC Recursive Elmeskov Kalman1 Kalman2
2002.01 9.3396 9.1483 9.7034 9.0274 9.3396 9.5058 7.0909 3.6776
2002.02 9.192 9.4607 9.8096 9.0080 9.1919 9.3371 7.0898 3.6412
2002.03 9.0318 9.1727 9.8397 8.9093 9.0318 9.1498 7.0962 3.6078
2002.04 8.862 8.9239 9.9713 8.8573 8.8619 8.9064 7.0996 3.5797
2003.01 8.6849 8.7293 9.8537 8.6359 8.6848 8.6244 7.105 3.5547
2003.02 8.503 8.5727 9.8187 8.5837 8.5029 8.3205 7.1205 3.5241
2003.03 8.318 8.5915 9.8627 8.6024 8.3183 8.0061 7.1322 3.4987
2003.04 8.1327 8.5939 8.4646 8.1327 7.6892 7.1481 3.4794
2004.01 7.947 8.3691 8.4149 7.9469 7.3718 7.1481 3.4625
49Conclusion
- The Romanian NAIRU is lower than in the other
countries studied and also rather small comparing
to Europe - NAIRU in Romania is smooth comparing to the other
five countries - Uncertainty of the results
50Further direction for research
- Estimating NAIRU based on unemployment rate
calculated according to international accepted
standard - Using the series from claimant count just for
improving the accuracy in a bivariate UC model - Harvey and Chung(2000),
- Estimating the underlying change in unemplyment
in the Uk
51Predictive-testing (Romania UC-1)
52Predictive-testing (Romania UC-1)
53Auxiliary observation residuals (Romania UC-1)
54CUSUM test UC-1
55Bivariate UC better fit for unemployment than
in univariate case
56Predictive testing bivariate GDP
57Forecast for GDP and unemployment rate
58Predictive testing for multivariate UC-1
59Forecast multivariate UC