ECONOMICS UNIQUENESS
ECONOMICS UNIQUENESS
ECONOMICS UNIQUENESS
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194 ■ THE <strong>ECONOMICS</strong> OF <strong>UNIQUENESS</strong><br />
and Jones (1999), and the logarithm of settlers’ mortality, hereaft er lnsetmort,<br />
suggested by Acemoglu, Johnson, and Robinson (2001).<br />
Results<br />
Growth regressions are estimated using instrumental variables techniques<br />
(IV).Th e fi rst and the second stage of the various IV regressions performed<br />
are shown in table 7.3. Standard errors for the second stage and fi rst stage are<br />
corrected for the statistical pitfalls stemming from sub-populations having different<br />
variabilities than others, using standard White correction. Regressions<br />
(1) through (3) are growth regressions augmented with Tourism but excluding<br />
other endogenous variables. Regressions (4) and (5) control for Trade and Institution,<br />
respectively, using their associated instruments. Regression (6) includes<br />
both Trade and Institution.<br />
Results of the second stage regressions, shown in the lower panel of table 7.3,<br />
point to a remarkably robust coeffi cient associated with Tourism. Th e coeffi cient<br />
ranges from 0.012 to 0.017 and is always signifi cant across all specifi cations.<br />
Overall, the signs and magnitudes of the coeffi cients of the common regressors<br />
for economic growth are consistent with standard growth regressions. Th e sign<br />
associated with Income is always negative, supporting the convergence hypothesis,<br />
albeit not always signifi cant. Th e regressions also provide evidence of the<br />
positive impact of Education, the negative eff ect of Kprice, and a positive impact<br />
of Institution on economic growth, as expected. Trade has the expected positive<br />
sign but is not signifi cant in most regressions. Th is result could be explained<br />
partly by the inclusion of Distance in our benchmark specifi cation.<br />
Equation (2) constitutes our benchmark specifi cation. Our results suggest<br />
that, with all other factors being equal, an increase in tourism by one sample<br />
standard deviation, that is 8 percentage points (where Tourism is measured in<br />
percentage), implies an increase in growth per capita by 10.4 percent. Such an<br />
increase over a 22-year period corresponds to an annualized additional growth<br />
of about 0.5 percentage points per year. Th is is a signifi cant number but should be<br />
put in perspective with the required expansion in tourism receipts.<br />
Th e upper panel in table 7.3 shows the results of the fi rst stage IV regressions.<br />
UNESCO is signifi cant in all the fi rst stage regressions of Tourism. Th e<br />
p-value associated with the F-test indicates that the instrument used for Tourism<br />
is not weak in all the fi rst stage regressions. Excluding regression (1), its coeffi<br />
cient ranges from 29 to 32. In addition, Engfrac, corresponding to the fraction<br />
of the population speaking English, has a positive coeffi cient in the fi rst stage<br />
regression of Institution but the F-test indicates that the instrument tends to be<br />
weak, as shown in equation (5) and (6). In contrast, the coeffi cient associated<br />
with lnfrinstex in the fi rst stage regression for Trade has the right sign and is