On the Determinants of Foreign Capital Flows - DAAD partnership ...
On the Determinants of Foreign Capital Flows - DAAD partnership ...
On the Determinants of Foreign Capital Flows - DAAD partnership ...
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Below is <strong>the</strong> summary statistics for <strong>the</strong> logarithmic form <strong>of</strong> <strong>the</strong> variables in <strong>the</strong> model. 7<br />
Table 5.2 Summary statistics <strong>of</strong> variables<br />
Variable Mean Std. Dev. Min Max<br />
LFDI 16.58686 1.711117 13.41712 19.76725<br />
LGDP 7.852768 .9124908 6.04834 9.388511<br />
LOPEN .2495567 .1863881 -.0833816 .5247285<br />
LINV 6.476609 .8007153 5.236655 7.739868<br />
LPRO 4.249344 .4749508 2.99072 4.865224<br />
LRER 2.801668 .5136263 1.818564 3.460095<br />
By <strong>the</strong>se preliminary data, it is very difficult to pronounce oneself on <strong>the</strong> relationship <strong>of</strong> FDI<br />
and its determinants.<br />
Unit Root Test and Order <strong>of</strong> Integration<br />
Using <strong>the</strong> Augmented Dickey Fuller and Phillip Perron tests, we could not reject <strong>the</strong> null<br />
hypo<strong>the</strong>sis at 1%, 5% or 10% critical level suggesting that <strong>the</strong> variables are not stationary.<br />
Hence, <strong>the</strong>ir first differenced form was <strong>the</strong>n subjected to <strong>the</strong> same ADF test and with <strong>the</strong> test<br />
statistic being greater than <strong>the</strong> critical levels in absolute terms, all variables were stationary<br />
with Ho being rejected for H1. This also suggested that FDI and its determinants are all<br />
integrated <strong>of</strong> order 1.<br />
Since all <strong>of</strong> our variables are integrated <strong>of</strong> <strong>the</strong> same order, a VAR model can be used to test<br />
for <strong>the</strong> regression as well as for <strong>the</strong> causality presented afterwards. The following regression<br />
equation will now be used with variables at <strong>the</strong>ir first level differenced form:<br />
LDFDIt = β0 + β1LDGDPt + β2LDOPENt + β3LDINVt + β4LDPROt + β5LDRERt + εt Equ 7<br />
Regression Results<br />
Hence, it is better to look at <strong>the</strong> regression results which are presented next:<br />
7<br />
All <strong>the</strong> variables being always positive for <strong>the</strong> case <strong>of</strong> Mauritius over <strong>the</strong> period <strong>of</strong> study was not a concern<br />
when converted into logarithm.<br />
18