Variables and Measures
Measure of openness purports to measure the degree to which Indian, Hungarian, and Polish economic production is vulnerable to foreign influences. It provides the degree of openness of economic production of each country but fails to capture the transmission of shocks from one country to another.Therefore to test the integration hypothesis more elegantly, we developed a methodology that draws upon existing studies relating to the transmission of economic shocks from one country to another. While adapting this framework to the present context, the following variables were identified.
The domestic variables (India, Hungary and Poland) in this study are the Industrial Production (IND IP, HUN IP, and POL IP), Price Level (IND P, HUN P, AND POL P), and Money stock (IND M, HUN M, and POL M). The international variables are the U.S. Industrial production (U.S. IP); price Level (U.S. P), and Money stock (U.S. M). Brief descriptions of the data series can be found in the Appendix.
Data Analysis
Three different countries- India, Hungary, and Poland are selected as the focus of this paper’s inquiry to determine whether their economies are more integrated with the U.S. economy in the post-liberalization period as compared to the pre-liberalization period. For the purpose of this study we treat U.S. as the rest of the world. Empirical analysis was conducted using variance decompositions (VDCs) derived from vector auto regression (VAR) models.45,6 In each VAR, all endogenous variables enter with a common lag. VDCs are ideally suited for analyzing the impact of shocks from international variables on Indian, Hungarian, and Polish variables. VDCs show the portion of the forecast error variance for each variable that is attributable to its own innovations and to innovations from the other variables in the system (Wheeler and Pozo, 1997)7. Both direct and indirect effects are captured by VDCs. VDCs in the current study determine the amount of forecast variance in each Indian, Hungarian, and Polish variable explained by innovations to international variables. One set of VDCs is constructed for each estimation period. Comparisons are then made across the two estimation periods (India: pre- liberalization: 1976-1990, post-liberalization: 1991-2002, Hungary. pre- liberalization: 1976-1989, post-liberalization: 1990-2002, and Poland: pre- liberalization: 1976-1989, post-liberalization: 1990-2002). For example, if innovations to U.S IP explains more of the forecast error variance in IND IP or HUN IP or POL IP in the second estimation period than in the first estimation period, the hypothesis that the these countries have become more integrated after the liberalization is supported.
VAR model representation
Yt = A1 y t-1 + A2 y t-2 +…+ A p y t-p +β x t + є t
WhereYt is a k vector of endogenous variables,xtis a d vector of exogenous variables, A1,…, Apandβ are matrices of coefficients to be estimated, and єt is a vector of innovations.
Given the focus of this paper, integration of the Indian and two transition economies (Hungary Poland), the relative placements of foreign variables (U.S.) and domestic (India, Hungary, and Poland) variables in the ordering is critical. Since the study investigates influence of foreign variables on India, Hungary, and Poland, we choose the place domestic variables above the international variables. (e.g., POL IP, POL P, POLM, US IP, US P, US M)8. Hence the domestic variables (India, Hungary, and Poland) are allowed to contemporaneously influence the U.S variables, but U.S. variables are not allowed to contemporaneously influence domestic variables. Given the current study’s concern with the impact of U.S. on Indian, Hungarian, and Polish variables, the placement in the ordering of for e.g., one Hungary variable relative to another Hungary variable and one U.S. variable relative to another U.S. variable is a matter of indifference. We test separately for each country, the influence of U.S. variables during each of the two estimation periods - pre and post liberalization period. Quarterly data are used in both of the estimation periods.
V. Findings of the Research
The main results of this paper are contained in the VDCs. Tables 3, 4 and 5 reports the VDCs for India, Hungary, and Poland for the first and second estimation periods. The estimates of percentages of forecast error variance in each India, Hungary and Poland variables attributable to the U.S variables are reported. The significant variables are denoted by an asterisk (*). The significance information is taken from vector auto-regression p-values. Variables with p-values less than 0.05 are considered significant.
Table 3 reports the Proportion of forecast error variance in Indian variables explained by variations in U.S variables in the two estimation periods. An analysis of Table 3 results indicates that, in the 1976-91 period, shocks to foreign variables do not explain a significant portion of the forecast error variance in the IND M. Shocks to US IP and US M do explain a significant portions of forecast error variance in IND IP (lagged by three and two period respectively). Shocks to US P do explain significant portions of forecast error variance in IND P and IND M (lagged by three and two period respectively). This leads to the conclusion that U.S. had little, if any, impact on India during the pre-liberalization period. This is consistent with our argument that the India functioned as a closed economy over this first estimation period. For the period 1991-2000, results indicate that shocks to U.S. variables do have a significant impact on the Indian variables. That is, shocks to U.S. variables do explain a significant portion of the forecast error variance in Indian variables in the second estimation period. As shown in table 3, shocks to US IP and US M explain a significant portion of the forecast error variance in IND M. Furthermore shocks to US IP and US M explain a significant portion of forecast error variance in both IND P and IND IP. Overall, the transmission of shocks from US variables to India variables has not increased in the post-liberalization period.
TABLE 3
India: Pre and Post liberalization period |
Variance Decompositions 1976-1990 and 1991-2002 (Quarterly Data) |
|
Explained by variations in |
|
|
1976 -1991 |
1991 -2002 |
Relative Variation in |
Horizon (years) |
US IP |
US P |
US M |
US IP |
US P |
US M |
IND IP |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.677164 |
3.714308 |
1.365498* |
5.493 |
0.085638 |
1.241779 |
|
12 |
0.612423* |
5.067768 |
2.104732 |
4.586099 |
0.34468 |
2.2181* |
IND P |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.002846 |
4.10805* |
1.6263 |
6.668963* |
0.190641 |
8.861671 |
|
12 |
8.96275 |
12.69606* |
4.780208 |
18.74636 |
0.406465 |
12.15602 |
IND M |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.903054 |
2.863661* |
0.001561 |
3.824213* |
2.839316 |
0.036577* |
|
12 |
5.00824 |
5.173361 |
0.029873 |
8.82236 |
4.548147 |
5.058025 |
Note: The entry in each cell represents the percentage of the forecast error variance in the variable i accounted for by innovations to variable j. * indicates the significance at 5% level
Table 4 reports the forecast error variance in Hungary variables explained by variations in U.S variables in the two estimation periods. Table 4 results indicate that, in both of the estimation periods shocks to foreign variables did explain a small portion of the forecast error variance in Hungary variables. In the first estimation period shocks to US M do explain a significant portion of forecast error variance in HUN P, and HUN M respectively (lagged by three and two period respectively). In the post-liberalization period, results indicate that shocks to US IP, US P, and US M do have significant impact on the HUN P lagged by two periods. Shocks to US P and US M also explain small significant portion of the forecast error variance in HUN IP and HUN M (lagged by three and two periods respectively). The effect of US variables on Hungarian variables though slightly increased in the post-liberalization period, the results indicate the degree of integration would still be considered as low. Two explanations can be attributed to these results. One is that the Hungarian economy functioned as closed economy during the first estimation period, and the second is that, majority of its trade partners are from European countries and not U.S9. TABLE 4
Hungary: Pre and Post liberalization period |
Variance Decompositions 1976-1989 and 1990-2002 (Quarterly Data) |
|
Explained by variations in |
|
|
1976-1989 |
1990-2002 |
Relative Variation in |
Horizon (Years) |
US IP |
US P |
US M |
US IP |
US P |
US M |
HUN IP |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.71 |
1.16 |
0.49 |
0.08 |
2.82 |
3.32 |
|
12 |
0.52 |
0.93 |
4.00 |
4.22 |
6.79 |
4.28* |
HUN P |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
4.44 |
11.39 |
0.11 |
26.06* |
3.19* |
2.43* |
|
12 |
14.37 |
8.55 |
2.37* |
25.54 |
3.02 |
2.52 |
HUN M |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
12.88 |
5.25 |
9.12* |
0.17 |
0.12 |
3.86 |
|
12 |
9.05 |
3.10 |
4.75 |
1.44 |
0.20* |
8.67 |
Note: The entry in each cell represents the percentage of the forecast error variance in the variable i accounted for by innovations to variable j. * indicates the significance at 5% level
Table 5 reports the forecast error variance in Polish variables explained by variations in U.S variables in the two estimation periods. Table 5 results indicate that, shocks to foreign variables do not explain a significant portion of the forecast error variance in the POL IP; POL P; and POL M in the first estimation period. In the post-liberalization period, results indicate that shocks to US IP do have significant impact on the POL P and POL M. Further more shocks to US P and US M do explain a significant portion of the forecast error variance in the POL IP and POL M (lagged by three periods). One of the reasons for increasing degree of integration with US economy in the post-liberalization period could be that throughout the 1990s the United States supported the growth of a free enterprise economy in Poland by reducing Poland's foreign debt burden, providing economic aid, and lowering trade barriers.
TABLE 5
Poland: Pre and Post liberalization period |
Variance Decompositions 1976-1989 and 1990-2002 (Quarterly Data) |
|
Explained by variations in |
|
|
1976-1989 |
1990-2002 |
Relative Variation in |
Horizon (Years) |
US IP |
US P |
US M |
US IP |
US P |
US M |
POL IP |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.05 |
0.19 |
0.04 |
0.26 |
2.86 |
2.63 |
|
12 |
0.10 |
0.04 |
0.01 |
0.54 |
3.44* |
24.10 |
POL P |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.07 |
0.20 |
0.002 |
3.79* |
1.31 |
9.44 |
|
12 |
0.07 |
0.39 |
0.03 |
3.05 |
1.84 |
17.43 |
POL M |
4 |
0 |
0 |
0 |
0 |
0 |
0 |
|
8 |
0.08 |
0.18 |
0.002 |
0.02* |
1.13 |
4.60 |
|
12 |
0.09 |
0.55 |
0.05 |
7.12* |
14.10 |
2.55* |
Note: The entry in each cell represents the percentage of the forecast error variance in the variable i accounted for by innovations to variable j. * indicates the significance at 5% level
A comparison of results of the three countries leads us to conclude that during the pre-liberalization period none of the three countries were vulnerable to foreign shocks excepting few minor influences as reported in above tables. However for the post liberalization period the results are somewhat different. India for instance seems to have higher degree of integration with U.S. economy than Poland or Hungary. Poland and Hungary, though influenced by U.S. economy after the liberalization of economic and trade policies, is not overly vulnerable to international shocks. The total amount of forecast error variance in all the domestic variables explained by U.S. variables in the second period is much greater than the first estimation period.
Vi. Conclusion
This paper has attempted to answer the question; does liberalization causes the economic integration across countries? To test our integration hypothesis we choose three countries: India, Hungary, and Poland as focus of this enquiry. The study concludes that, in the pre-liberalization period U.S. economy did not influence the Indian, Hungarian and Polish economies. Shocks from U.S. had no impact on their aggregates. This is consistent with the openness indexes that suggest these economies were not internationalized in pre-liberalization period. In the post liberalization period, however, the results are mixed. Hungarian aggregates show very low degree of integration with US followed by Poland, and India. In later periods industrial production, price level and monetary variables are influenced by the shocks to US variables. In sum, foreign events appear to affect the Indian, Hungarian and Polish economies in varying degree though in small and sometimes significant manner during in post-liberalization period.
Comparing the three countries under study, Hungary is least vulnerable to shocks from US, while the degree of Poland's vulnerability is somewhat higher than Hungary. This result was surprising, as Hungary's strategic position in Europe and its relative lack of natural resources have dictated a traditional reliance on foreign trade. On the other hand Poland's results was somewhat expected as throughout the 1990s the United States supported the growth of a free enterprise economy by reducing Poland's foreign debt burden, providing economic aid, and lowering trade barriers. India of the three has shown higher degree of integration to foreign shocks. The somewhat higher degree of integration in the post-liberalization can be ascribed to the recent increase in the modern sector trade such as information technology services. In this context the modern sectors may be more susceptible to the economic shocks from U.S. Further, it also suggests that India has followed a mixture of closed and open economic liberalization policy. By this mixed approach India can cushion against the adverse effects of such shocks by further strengthening the country’s economic fundamentals as also by continuing to “follow a calibrated approach towards liberalization”. Although, all the three countries have shown varying degree of integration in the later period, none of the economies are overly vulnerable to transmission of international shocks.
APPENDIX
Description of Data Series
IND IP, HUN IP, POL IP, US IP represent industrial production of India, Hungary, Poland and United States. Numerous other studies have operationalized this variable for similar kind of studies. Quarterly data from 1976 to 2000 were obtained from International Financial and Statistics (International Monetary Fund, line. 66..c).
IND P, HUN P, POL P, US P represent price levels of India, Hungary, Poland and United States. Quarterly data from 1976 to 2000 were obtained from International Financial and Statistics (International Monetary Fund, line. 63).
IND M, HUN M, POL M, US M represent money stock of India, Hungary, Poland and United States. Quarterly data from 1976 to 2000 were obtained from International Financial and Statistics (International Monetary Fund, line. 34).
Annual Exports, Imports and GDP data from 1950-2000 for the measure of openness were obtained International Financial and Statistics (International Monetary Fund, line.70, 71 and 99 respectively).
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1 Between 1820 and 1992, world population increased 5-fold, income per head 8-fold, world income 40-fold, and world trade 540-fold (Maddison, 1995). The share of world exports in world GDP rose from 6 percent in 1950 to 16 percent in 1992. For industrial countries, the proportion of exports in GDP increased from 12 percent in 1973 to 17 percent in 1992. For 16 major industrial countries, it rose from 18.2 percent in 1900 to 21.2 percent in 1913 (Nayyar, 1995). 2 For details on India's economic reform processes please refer to the following books; India's Economic Reforms 1991-2001 by Vijay Joshi May 1999, South Asia Books; ISBN: 0195643615, Economy and Business in India Under Reforms, by S.L. Rao, October 1996, South Asia Books; ISBN: 8122004237, The State, Development Planning and Liberalization in India (Soas Studies on South Asia) by T. J. Byres, February 1998, Oxford Univ Pr; ISBN: 0195639731, Economic Liberalization, Industrial Structure and Growth in India by Ashok S. Guha, August 1990, Oxford Univ Pr; ISBN: 0195622898 4The reasons for economy slowdown are discussed in brief in Section III of this paper. 5, 6
Vector auto regression (VARs) was introduced into empirical economics by Sims (1980), who demonstrated that VARs provide a flexible and tractable framework for analyzing economic time series. Vector autoregression is developed to answer questions concerning the dynamic relationship between the microeconomic time series. Variance decomposition decomposes variation in an endogenous variable into the component shocks to the endogenous variables in the VAR. The variance decomposition gives information about the relative importance of each random innovation to the variables in the VAR. The t-period ahead forecast error from a VAR is Є t+s + Ψ1 Є t+s-1 + Ψ 2 Є t+s-2 +…+ Ψs-1 Є t+1 7 Sims (1982) and Wheeler and Puzo (1997) mention that the strength of Granger casual relationships may be measured with VDCs. If, for example, innovations to US IP explain a significant portion or the forecast error variance in INP IP or HUN IP or POL IP, a strong granger causal relationship from U.S. IP to INP IP or HUN IP or POL IP is said to exist. 8 This choice of ordering biases the results against finding impacts of US (treated as rest of the world) on the domestic variables (IND, HUN, POL) 9 Hence if this study is to be conducted with UK or Germany as international variables, different results can be expected.
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