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Do Countries Catch-up with the Technological Frontier? Antonio Álvarez University of Oviedo Alejandro Fernández CEMFI.

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Presentation on theme: "Do Countries Catch-up with the Technological Frontier? Antonio Álvarez University of Oviedo Alejandro Fernández CEMFI."— Presentation transcript:

1 Do Countries Catch-up with the Technological Frontier? Antonio Álvarez University of Oviedo Alejandro Fernández CEMFI

2 Technological Catch-up Technological Catch-up: backward countries move towards the technological frontier This is due to a process of technological diffusion which depends on the ability to assimilate and apply new knowledge Trade Openness Foreign Direct Investment (FDI) Human capital

3 Objective of the paper Two main questions  Is the technological gap between rich and poor countries closing?  What factors contribute to catch-up? In particular, study the role of institutional variables (social infrastructure)

4 Empirical Models of Technological Catch-up

5 Stochastic Frontiers and Catch-up Our approach is based on the Stochastic Frontier Model  U (inefficiency) is the distance to the frontier It is specified as a non-negative random term It is assumed to follow a half-normal distribution  The change in U can be interpreted as a measure of catching-up with the technological frontier

6 Explaining Catch-up The general form of a model that incorporates the factors that affect catching up is: Three general alternatives for U it (Z it ):  Allow the exogenous variables Z to affect the mean, the variance or both the mean and the variance of the pretruncated distribution of U

7 Empirical models Heterogeneity in the mean  Battese and Coelli (1995) Heterogeneity in the variance  Caudill, Ford and Gropper (1995) Heterogeneity in the mean and the variance  Alvarez, Amsler, Orea and Schmidt (2006)

8 Empirical Application

9 Data Balanced panel data set 78 countries  Excluded: Eastern European countries, very small countries 26 years (1975-2000) Sources:  Penn World Table 6.2  Other

10 Variables (I) Dependent variable:  Gross Domestic Product Inputs:  K: Stock of private capital  L: Labor Control variables:  Z: Percentage of Rural Population  Country-group dummies

11 Variables (II)  Leading Country: USA.  Industrialized Countries: Canada, Australia, New Zealand, Japan, Israel.  Northern Europe: Denmark, Norway, Sweden, Finland, UK, Ireland, Germany, Belgium, Netherlands, Austria, Switzerland, France, Italy.  Southern Europe: Portugal, Spain, Greece.  Latin America: Argentina, Bolivia, Brazil, Chile, Colombia, Costa Rica, Dominican Rep., Ecuador, El Salvador, Guatemala, Honduras, Nicaragua, Panama, Paraguay, Peru, Uruguay.  Asia: China, Hong Kong, India, Indonesia, Jordan, Korea, Malaysia, Nepal, Pakistan, Papua New Guinea, Philippines, Sri Lanka, Syria, Taiwan, Thailand, Turkey.  Northern Africa: Benin, Central African Rep., Congo, Ivory Coast, Ghana, Mali, Niger, Senegal, Sierra Leone, Togo, Tunisia.  Southern Africa: Cameroon, Congo, Kenya, Malawi, Mozambique, Rwanda, South Africa, Tanzania, Uganda, Zambia, Zimbabwe.  Oil Exporting: Algeria, Mexico, Venezuela, Iran.

12 Variables (III) Efficiency determinants (Z it )  Economic variables Human Capital (H) Average years of schooling of the population 15+ Source: Barro and Lee (2000) Trade Openness Exports plus imports over GDP Source: PWT 6.2

13 Variables (IV) Efficiency determinants  Institutional variables Political Rights and Civil Liberties Source: Freedom House Dummy of Conflict from Uppsala Source:Uppsala Conflict Data Program  Geographic variables from CID: Latitude Distance to equator Source:Center for International Development Dummy of access to sea coast Source: Center for International Development

14 Empirical Specification Translog production frontier Neutral technical change Estimation by Maximum Likelihood  LIMDEP 9

15 Estimation – Production frontier Battese and CoelliCaudill et al.Alvarez et al. VariablePar. Coef. Constant 00 18.48 18.4718.49 lnL 11 0.5750.574 lnK 22 0.3810.394 0.388 lnL * lnL  11 -0.096-0.103 -0.099 lnK * lnK  22 -0.042-0.056 -0.045 lnL* lnK  12 0.0660.076 0.066 Trend tt 0.004 Observations2028 Log-likelihood-16.92-52.1122.67

16 Estimation – Control variables Battese and CoelliCaudill et al.Alvarez et al. Variable Coef. Rural Population-0.063 -0.050-0.063 USA0.5180.517 0.570 Industrial Count.0.2470.238 0.275 Northern Europe0.2340.230 0.248 Southern Europe0.1900.177 0.183 Latin America0.1430.137 0.147 Asia0.1410.088 0.132 Southern Africa0.1150.3610.054 Oil Countries0.1780.2450.161

17 Estimation – Inefficiency term Battese and CoelliCaudill et al.Alvarez et al. Variable Coef. Coef. Mean Constant 2.3402.2442.44 Human Capital -0.167-0.198-0.999 Trade Openness 0.003-0.0040.002 Political Rights -0.126-.5880.295 Civil Liberties -1.213-1.111-0.558 Conflict -0.256-0.5110.338 Latitude -0.031-0.033-0.169 Coast-0.570-0.640-0.322 σ u / σ v 4.794.164.00 σuσu 0.540.530.44 σvσv 0.11

18 Results On average there has been no catch-up effect  Only 40 countries got closer to the frontier Best performers:  China, Malawi, Zimbabwe, South Africa, Paraguay Worst performers  Turkey, Nepal, Ecuador, Philippines

19 Conclusions Modelling  The frontier is robust to the specification of the inefficiency term Results  Human Capital and Institutional variables play a significant role in the process of catching-up


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