Ryan Pitylak

 

 

 

Does Aid Starve the Developing World?

By: Ryan Pitylak

05/03/2006

University of Texas-Austin

 


1. Introduction

            The effect of aid on GDP is important because many developing countries receive foreign aid.  It is important to understand whether foreign aid negatively or positively impacts the lives of the people living in the developing country, and GDP is one measure of this impact.  My approach is designed to look at the difference between the countries that are extremely underdeveloped and those that are just less developed.   My hypothesis is that the countries that are the most underdeveloped need aid so much that the aid will actually boost their GDP levels.  My hypothesis is extended to include the notion that the less developed countries that receive aid actually receive lower GDP levels because the aid actually diverts incentives, and people do not increase their marginal productivity to labor, and therefore GDP drops for that reason.  For the most underdeveloped countries, I assume that the support infrastructure to gain higher marginal productivity levels do not exist, and therefore aid doesn’t change incentives that much.  This intuition comes from looking at some of the least developed countries, like those in Sub-Saharan Africa.  To caveat this point, the people in these least developed countries could raise their marginal productivity levels, as argued by William Easterly in The Elusive Quest for Growth, but changes in these countries need to occur before major change to these workers lives can happen.

 

2. Analytical Approach and Data

            My analysis is about the effect of aid on GDP, holding several other determinants of GDP constant.  The information came from the World Bank Indicators database that was available through the University of Texas library system.  The World Bank seperates countries by “lowest developed countries,” which means the least developed countries, and the “low developed countries,” which means the less underdeveloped countries that are more developed than the least developed countries.

The dependent variable is GDP Per Capita, which is GDP per capita according to current international dollars of the observation, because the change in real GDP per capita is good measure of the growth, or decline, of a country.  The independent variables in this regression are FDI, which is net foreign direct investment of the observation, year, which is the year of the observation, Inflation, which is the inflation of the observation, health, which is a measure of both private and public health expenditure, and different measures of foreign aid.  FDI is held constant because it is presumed that FDI is a measure of the desirability to invest in the country.  Countries that are more desirable to invest in long-term capital investments, such as FDI, typically have sounder policies and institutions.  Year is held constant because it is presumed that the situation in each country changes from year to year according to effects that are specific to that year, and not specific to our main thesis about what is the effect of foreign aid on GDP.  Health is held constant because it is presumed that countries that spend more money on health have a better economy, and therefore GDP will be inflated too high for good countries unless I hold health constant.  Multiple aid variables are regressed in the different tests.  My initial hypothesis is that the effect of aid on GDP lags by four years.  That seemed like an appropriate amount of time for the aid money to be distributed and the effects of the aid to be felt on GDP levels.

Now to explain the different the different measures of aid: Aid is a measure of the effect of aid on the same year’s GDP.  Aid Lag 1 is the measure of the effect of foreign aid received in the previous year on GDP.  Aid Lag 2 is the measure of the effect of foreign aid received two years ago on GDP.  Aid Lag 3, Aid Lag 4, and Aid Lag 5 all follow the same format.  Multiple ways of looking at Aid, ranging from the effect of the current year’s foreign aid on GDP to the effect of foreign aid from five years ago on GDP, were important to isolate the actual effect of foreign aid on GDP.

 

Regressions were run separately for the least developed countries and the less developed countries.  The least developed countries included Albania, Algeria, Armenia, Belarus, Bolivia, Bosnia and Herzegovina, Brazil, Bulgaria, Cape Verde, China, Colombia, Cuba, Djibouti, Dominican Republic, Ecuador, Egypt Arab Rep., El Salvador, Fiji, Guatemala, Guyana, Honduras, Iran Islamic Rep., Iraq, Jamaica, Jordan, Kazakhstan, Kiribati, Macedonia FYR, Maldives, Marshall Islands, Micronesia Fed. Sts., Morocco, Namibia, Paraguay, Peru, Philippines, Romania, Russian Federation, Samoa, Serbia and Montenegro, South Africa, Sri Lanka, St. Vincent and the Grenadines, Suriname, Swaziland, Syrian Arab Republic, Thailand, Tonga, Tunisia, Turkey, Turkmenistan, Ukraine, Vanuatu, and West Bank and Gaza.  The less developed countries included Afghanistan, Angola, Azerbaijan, Bangladesh, Benin, Bhutan, Burkina Faso, Burundi, Cambodia, Cameroon, Central African Republic, Chad, Comoros, Congo, Dem. Rep., Congo Rep., Cote d'Ivoire, Equatorial Guinea, Eritrea, Ethiopia, Gambia, The, Georgia, Ghana, Guinea, Guinea-Bissau, Haiti, India, Indonesia, Kenya, Korea, Dem. Rep., Kyrgyz Republic, Lao PDR, Lesotho, Liberia, Madagascar, Malawi, Mali, Mauritania, Moldova, Mongolia, Mozambique, Myanmar, Nepal, Nicaragua, Niger, Nigeria, Pakistan, Papua New Guinea, Rwanda, Sao Tome and Principe, Senegal, Sierra Leone, Solomon Islands, Somalia, Sudan, Tajikistan, Tanzania, Timor-Leste, Togo, Uganda, Uzbekistan, Vietnam, Yemen, Zambia, and Zimbabwe.

 

Table 0a. Lowest Countries Variables

 

Average

Standard Deviation

Standardized Minimum

Standardized Maximum

GDP per Capita

1323.23

1259.10

340

29780

Net FDI

1.42e+08

5.51e+08

-4.55e+09

5.59e+09

Inflation

110

995.33

-100

23773.13

Health

19.26

20.27

1

197

Aid Per Capita

64.18

220.24

.28

3897.83

Aid Per Capita Lagged 1 Year

9.89

167.77

-978.17

2440.40

Aid Per Capita Lagged 2 Year

4.31

289.68

-3857.1

3019.67

Aid Per Capita Lagged 3 Year

3.26

299.03

-3832.35

2041.46

Aid Per Capita Lagged 4 Year

7.29

372.02

-3838.37

3871.61

Aid Per Capita Lagged 5 Year

.820

404.56

-3851.64

3873.08

Log ( Aid )

3.41

1.23

-1.26

8.27

 

Table 0b. Low Countries Variables

 

Average

Standard Deviation

Standardized Minimum

Standardized Maximum

GDP per Capita

3463.52

1698.64

230

10070

Net FDI

8.07e+08

4.19e+09

-1.94e+09

4.68e+10

Inflation

58.55

466.48

-100

11749.64

Health

101.90

65

27

363

Aid Per Capita

141.53

1367.87

-.76

20861

Aid Per Capita Lagged 1 Year

24.63

354.04

-2919.19

7080.77

Aid Per Capita Lagged 2 Year

57.23

628.31

-231.59

10203.05

Aid Per Capita Lagged 3 Year

89.59

915.26

-205.75

12890.65

Aid Per Capita Lagged 4 Year

121.05

1160.12

-212.27

14750.22

Aid Per Capita Lagged 5 Year

143.91

1347.5

-267.39

17058.54

Log ( Aid )

2.07

1.84

-8.5

9.95

 

I found it odd that the aid variable increases with each lagged year for the low countries, but this was verified through manual inspection of the data.

 

Table 1.  Regression of the Determinants of GDP in the lowest developed countries between 1997-2001

Ind. Var.:

(1a)

(1b)

Constant

1378.26

(149.90)

1684.50

(259.63)

Net FDI

7.87e-08

(5.97e-08)

4.66e-08

(6.15e-08)

Inflation

17.03

(3.79)

7.09

(3.66)

Health

17.03

(5.22)

17.43

(5.04)

Aid Per Capita

-3.93

(2.40)

 

Log ( Aid )

 

-182.34

(60.58)

Adj. R-Squared

.16

.24

Observations

73

73

 

The Log ( Aid ) is statistically significant in regression 1b, but there might be first order correlation.  This might also seem statistically significant because of the fixed effects of each country.

 

Table 2.  Regression of the Determinants of GDP in the low developed countries between 1997-2001

Ind. Var.:

(2a)

(2b)

Constant

3841.42

(233.46)

3844.83

(289.30)

Net FDI

-1.71e-08

(1.56e-08)

-1.56e-08

(1.62e-08)

Inflation

1.20

(1.06)

1.21

(1.10)

Health

12.65

(1.55)

12.05

(1.77)

Aid Per Capita

-46.96

(11.70)

 

Log ( Aid )

 

-210.58

(88.91)

Adj. R-Squared

.46

.42

Observations

112

111

 

Aid was not significant in OLS regression, but the log ( aid ) was significant.  The problem with this is that the significance may come from variations by year or variations by country.  To resolve these conflicts, I ran an Xtreg in Stata that adjusted for the fixed effects of each country, and I also added dummies for each year.  The base year was 1997.  Regression 3b below shows that Log ( Aid ) is still statistically significant.


Table 3.  Regression adjusting for the fixed effects of country of the Determinants of GDP in the lowest developed countries between 1997-2001

Ind. Var.:

(3a)

(3b)

(3c)

Constant

1246.18

(58.92)

1267.10

(91.38)

779.48

(163.9)

Net FDI

2.59e-08

(9.38e-09)

2.60e-08

(9.67e-09)

3.06e-08

(9.52e-09)

Inflation

-.59

(.56)

-.61

(.57)

.187

(.611)

Health

14.02

(2.11)

13.92

(2.2)

17.55

(3.49)

Aid Per Capita

.89

(.74)

 

10.25

(3.12)

Aid Per Capita Lagged 1 Year

 

 

-2.57

(.87)

Aid Per Capita Lagged 2 Year

 

 

-1.35

(.6)

Aid Per Capita Lagged 3 Year

 

 

-1.38

(.64)

Aid Per Capita Lagged 4 Year

 

 

-1.86

(.8)

Aid Per Capita Lagged 5 Year

 

 

-.72

(.7)

Year 1998

39.92

(21.22)

40.92

(21.56)

39.38

(27.82)

Year 1999

140.24

(22.19)

142.07

(22.52)

143.53

(29.68)

Year 2000

204.82

(24.10)

203.01

(24.5)

249.90

(31.15)

Year 2001

273.51

(23.40)

274.57

(23.77)

335.28

(33.90)

Log ( Aid )

 

3.66

(19.89)

 

Within R-Squared

.84

.83

.92

Between R-Squared

.12

.13

.00

F test that all u_i=0

279.54

247.96

288.11

Observations

73

73

 

 

Interestingly, the log of aid was still significant in regression 3b, but the significance lowered to being only significant at the 10% level.   To try to find out if the lagged variables have any effect, regression 3c shows these results.  What’s odd here is that the lagged aid values are all negative, and significant from lagged years one through four, but the aid in the current year, which is statistically significant, has a positive effect on GDP.  To test whether the lagged variables should have been added, I ran an F-test to see if the aidlag variables were jointly significant.  The F-Test result was F(5,36)=2.35.   This is significant at the 10% level.

Overall, the added sum of the lagged aid variables from regression 3c results in a positive number, which means that over the course of the 6 years, aid has a positive effect on GDP.  This is consistent with the results found in regression 3b that show that the log of aid has a positive effect on GDP.  However, there may be a serial correlation problem.  Table 5 will answer this question.

            The following is the information for the low developed countries.  None of the aid variables were statistically significant.  This was surprising because some of the aid variables were significant in Table 2.  There appears to be a difference between the two sets of countries, as expected.

 

 

Table 4.  Regression adjusting for the fixed effects of country of the Determinants of GDP in the low developed countries between 1997-2001

Ind. Var.:

(4a)

(4b)

(4c)

Constant

4592.71

(146.33)

4602.31

(154.60)

4349.64

(194.67)

Net FDI

3.50e-09

(1.73e-08)

3.78e-09

(1.74e-08)

7.41e-09

(1.58e-08)

Inflation

-.38

(.25)

-.38

(.25)

-.37

(.21)

Health

.94

(1.12)

.95

(1.13)

1.4

(.89)

Aid Per Capita

-2.6

(4.48)

 

26.98

(18.94)

Aid Per Capita Lagged 1 Year

 

 

5.78

(15.52)

Aid Per Capita Lagged 2 Year

 

 

-23.80

(18.02)

Aid Per Capita Lagged 3 Year

 

 

-4.36

(14.39)

Aid Per Capita Lagged 4 Year

 

 

-7.7

(12.03)

Aid Per Capita Lagged 5 Year

 

 

2.1

(9.93)

Year 1998

34.89

(69.44)

36.11

(69.88)

40.53

(67.72)

Year 1999

122.32

(69.92)

119.72

(71.31)

105.73

(71.8)

Year 2000

383.53

(74.81)

387.61

(75.18)

332.32

(77.43)

Year 2001

663.99

(83.05)

659.31

(82.94)

552.16

(98.58)

Log ( Aid )

 

-15.56

(55.51)

 

Within R-Squared

.58

.58

.65

Between R-Squared

.34

.33

.08

F test that all u_i=0

87.15

92.63

126.17

Observations

111

110

82

 

I also tried adding the aid variables together to see it was significant when I added aid plus aid lagged one year through five years.  This variable was not significant in the regression adjusting for the fixed effects of each country.

For the lowest countries, testing for first order correlation found that the correlation between the residuals and the residuals from one year lagged resulted in a rho of .52.  To find if first order correlation was creating the significance of aid in the regression that adjusted for fixed effects, I rho differenced the Y and X variables.  The result is:

 

Table 5.  Regression of the Determinants of GDP, adjusting for first order correlation, in the lowest developed countries between 1997-2001

Ind. Var.:

(5a)

(5b) - Adjusted for fixed effects of country

Constant

1021

(103.95)

616.75

(113.70)

Net FDI Rho’d

-3.99e-08

(4.61)

4.65e-09

(3.87e-08)

Inflation Rho’d

6.67

(4.61)

-1.49

(1.49)

Health Rho’d

-6.87

(4.6)

-1.08

(2.05)

Log ( Aid Rho’d)

-111.44

(61.96)

12.03

(26.98)

Year 1998

 

150.85

(90.31)

Year 1999

 

218.33

(79.80)

Year 2000

 

265.34

(83.23)

Year 2001

 

291.91

(81.61)

Adjusted R-Squared

.02

 

Within R-Squared

 

.70

Between R-Squared

 

.11

F test that all u_i=0

 

50.98

Observations

50

50

 

For the lowest countries, it appeared as if the log of aid was statistically significant when I rho’d all the dependent non-dummy variables, but when adjusting for the fixed effects of each country, and holding each year constant, the log of aid became non-statistically significant.  This was determined by using only the Log (Aid Rho’d) variable, and no Aid or Aid Lagged variables and running an Ordinary Least Squares regression (5a), and also by running a regression adjusting for the fixed effects of country (not printed, but it was not statistically significant). Regression 5a was statistically significant, but the regression adjusting for the fixed effects of country found that the statistical significance of Log (Aid Rho’d) came from the fixed effects of the country.

 

3. Conclusion

The effect of aid on GDP is still partially unclear, but it appears that aid does not statistically effect GDP.  Aid appears to negatively effect GDP when we aggregate all of the countries together and do not account for difference among the countries, but when we look at differences among the countries and adjust for these fixed effects, the effect of aid on GDP becomes non-statistically significant.

 

 

Copyright (c) 2006 Ryan Pitylak All rights reserved.
Austin, Texas (TX).