17
Table 2 - The fundamental determinants of the intensity of capital controls in the EU
(i-iEuro)i,t.i |
DEPi |
INFi |
M2i |
DEFi |
DEBTi |
UNi |
CAi |
INF TAXi |
SEIGNi |
M2Mli |
CREDITi |
OPENi |
PRODi |
F |
R2 | |||
A |
_ See |
-0.022 (0.017) |
-0.205 (0.082) |
0.003 (0.023) |
-0.114* (0.060) |
0.008 (0.013) |
-0.001 (0.072)________ |
0.168* (0.073) |
0.708 (0.554) |
-0.210 (0.414) |
0.584** (0.226) |
-0.036 (0.021) |
-0.033 (0.025) |
0.092** (0.031) |
2.58 |
9.93 |
0.35 | |
B |
See |
-0.151" (0.050) |
-0.098* (0.048) |
0.150* (0.065) |
0.487* (0.211) |
-0.035** (0.011) |
0.097** (0.024) |
2.57 |
20.42 |
0.35 | ||||||||
C |
See |
0.548** (0.055) |
2.66 |
105.25 |
0.33 | |||||||||||||
D |
See |
0.324" (0.063) |
-0.019 (0.016) |
-0.124 (0.079) |
0.0008 (0.022) |
-0.130* (0.048) |
0.005 (0.056) |
-0.0005 (0.068) |
0.086 |
0.400 |
-0.096 (0.390) |
0.465* (0.214) |
-0.020 (0.020) |
-0.033 (0.024) |
0.059* (0.030) |
2.28 |
12.41 |
0.43 |
E |
See |
0.397" (0.059) |
-0.153" (0.032) |
-0.103* (0.043) |
2.31 |
52.04 |
0.41 |
ʌ: ζi___________________________________________ |
B: ζi_______________________________________________________ |
c-∙ ζi_______________________________________________________________ |
P: ζi_____________________________________________ |
E: ζi | ||||||
1 |
Netherlands |
-4.533 (3.427) |
Germany |
-6.482 (2.042)" |
Denmark |
0.483 (0.366) |
Netherlands |
-2.396 (3.249) |
Denmark |
1.399 (0.429)" |
2 |
Germany |
-4.931 (2.566) |
Spain |
-7.192 (2.249)" |
Austria |
0.147 (0.366) |
Belgium |
-2.505 (3.497) |
UK |
0.776 (0.469) |
3 |
Denmark |
-5.030 (3.245) |
Denmark |
-7.205 (2.327)" |
Netherlands |
0.004 (0.365) |
Denmark |
-2.689 (3.085) |
Spain |
0.686 (0.507) |
4 |
Belgium |
-5.121 (3.679)_____________ |
UK_______ |
-7.254 (2.233)"______________ |
Germany |
-0.080 (0.366)________________ |
Germany |
-3.292 (2.434)_______________ |
Austria |
0.628 (0.398)____________ |
5 |
Austria |
-6.045 (3.203) |
Netherlands |
-7.470 (2.140)" |
UK |
-0.157 (0.367) |
UK |
-3.791 (2.757) |
Germany |
0.272 (0.385) |
6 |
UK |
-6.192 (2.890)* |
Austria |
-7.861 (2.276)" |
Spain |
-0.336 (0.381) |
Austria |
-3.824 (3.043) |
Finland |
0.240 (0.407) |
7 |
Spain |
-6.370 (2.987)* |
France |
-7.873 (2.174)" |
Belgium |
-0.349 (0.366) |
Spain |
-4.103 (2.843) |
Netherlands |
0.239 (0.408) |
8 |
France |
-6.455 (2.817)*____________ |
Italy |
-8.645 (2.345)"______________ |
France |
-0.610 (0.373)________________ |
France |
-4.149 (2.686)_______________ |
Sweden |
0.100 (0.416)____________ |
9 |
Sweden |
-7.738 (3.081)* |
Belgium |
-8.714 (2.203)" |
Italy |
-0.659 (0.418) |
Sweden |
-4.778 (2.954) |
France |
0.051 (0.414) |
10 |
Italy |
-7.968 (3.042)* |
Sweden |
-9.560 (2.346)" |
Sweden |
-0.684 (0.380) |
Finland |
-5.208 (3.088) |
Belgium |
-0.422 (0.524) |
11 |
Finland |
-8.456 (3.214)" |
Finland |
-10.388 (2.456)** |
Finland |
-0.871 (0.382)* |
Italy |
-5.503 (2.900) |
Italy |
-0.543 (0.690) |
σ∣ is the variance of the error terms in the model, F is the F-test of the explanatory power of the regression and R2 is the coefficient of determination adjusted for degrees of freedom, denoting the explanatory power of the regression. For critical
values of the t- and the F-distribution, see Dougherty (1992, pp. 364-371).
Significantly different from zero at the 95 % level of confidence (two-tailed test).
Significantly different from zero at the 99 % level of confidence (two-tailed test).
Source: see Appendix B.
More intriguing information
1. The name is absent2. Telecommuting and environmental policy - lessons from the Ecommute program
3. INTERPERSONAL RELATIONS AND GROUP PROCESSES
4. A Dynamic Model of Conflict and Cooperation
5. Investment and Interest Rate Policy in the Open Economy
6. Emissions Trading, Electricity Industry Restructuring and Investment in Pollution Abatement
7. The name is absent
8. Federal Tax-Transfer Policy and Intergovernmental Pre-Commitment
9. WP 48 - Population ageing in the Netherlands: Demographic and financial arguments for a balanced approach
10. NATURAL RESOURCE SUPPLY CONSTRAINTS AND REGIONAL ECONOMIC ANALYSIS: A COMPUTABLE GENERAL EQUILIBRIUM APPROACH