Table 2.
Unit root test and order of integration.
| Variables | At level/first-difference | ADF Test |
PP Test |
||
|---|---|---|---|---|---|
| With Intercept | With Intercept & Trend | With Intercept | With Intercept & Trend | ||
| LM | Level First difference |
−2.32 −7.52** |
−4.43** −4.63** |
−1.95 −9.47** |
−3.84** −14.96** |
| LY | Level First difference |
6.18 −1.42 |
1.07 −4.49** |
6.18 −3.52** |
1.21 −9.51** |
| LRP | Level First difference |
−0.01 −6.19** |
3.17 −6.87** |
−0.01 −6.19** |
−3.26 −6.89** |
| LR | Level First difference |
−1.93 −5.47** |
−2.43 −5.38** |
−1.93 −5.84** |
−2.49 −5.62** |
| LX | Level First difference |
−1.86 −9.77** |
−5.09** −9.82** |
−1.96 −14.87** |
−5.04** −33.76** |
| LFCG | Level First difference |
4.18 −3.62** |
−0.77 −5.02** |
4.36 −3.47** |
−0.83 −5.02** |
| LI | Level First difference |
−2.25 −12.34** |
−2.01 −11.86** |
−2.21 −15.62** |
−6.34** −15.57** |
Notes: ADF = Augmented Dickey-Fuller, and PP = Phillips-Perron. L denotes natural logarithm. The *, **, *** denotes significance at 10%, 5%, and 1% levels, respectively. Critical values for the ADF and PP tests are −2.63, −2.98, and −3.71 (with intercept), −3.23, −3.59, and −4.36 (with intercept and trend), which are taken as one-sided p values of MacKinnon (1996).