Variables | Levels | First-order difference |
---|
ADF | PP | ADF | PP |
---|
sp(sh) | − 4.408*** | − 3.332** | − 9.386*** | − 9.842*** |
sp(sz) | − 2.503 | − 2.683* | − 9.871*** | − 10.105*** |
neer | 1.304 | 1.383 | − 10.109*** | − 10.166*** |
m2 | − 2.664* | − 4.649*** | − 3.109 | − 16.132*** |
ipi | − 0.775 | − 0.774 | − 4.361*** | − 4.361*** |
i | − 5.076*** | − 4.101*** | − 12.805*** | − 24.365*** |
fr | − 3.705*** | − 2.516 | − 4.508*** | − 10.974*** |
comm | − 1.650 | 0.838 | − 2.570** | − 2.570** |
- (1) The test equation includes both trend and intercept, and the optimal lags are determined using the Schwarz information criterion. The maximum lags are 8. (2) The p-values of the ADF and PP tests adopt MacKinnon’s (1996) one-sided p-values. (3) ***, ** and * denote significance at the 1%, 5% and 10% levels, respectively. (3) The null hypothesis of both the ADF and PP tests are that the series have a unit root. If the null hypothesis is rejected, we can conclude that the series is stationary