Table 2.
Toda–Yamamoto Granger causality test results
| Hypothesis | Chi-square P-value | Decision |
|---|---|---|
| CCI ≠ > TA | 0.9795 0.8062 | CCI ≠ > TA |
| INF ≠ > TA | 1.2837 0.7330 | INF ≠ > TA |
| IP ≠ > TA | 1.1194 0.7724 | IP ≠ > TA |
| WPU ≠ > TA | 4.6828 0.1966 | WPU ≠ > TA |
| TA ≠ > CCI | 1.8593 0.6021 | TA ≠ > CCI |
| INF ≠ > CCI | 5.5084 0.1381 | INF ≠ > CCI |
| IP ≠ > CCI | 7.4467*** 0.0589 | IP → CCI |
| WPU ≠ > CCI | 0.9647 0.8098 | WPU ≠ > CCI |
| TA ≠ > INF | 1.8593*** 0.0991 | TA → INF |
| CCI ≠ > INF | 3.6699 0.2994 | CCI ≠ > INF |
| IP ≠ > INF | 4.5288 0.2097 | IP ≠ > INF |
| WPU ≠ > INF | 0.6103 0.8941 | WPU ≠ > INF |
| TA ≠ > IP | 10.5768** 0.0142 | TA → IP |
| CCI ≠ > IP | 1.3511 0.7170 | CCI ≠ > IP |
| INF ≠ > IP | 5.9801 0.1126 | INF ≠ > IP |
| WPU ≠ > IP | 0.8967 0.8262 | WPU ≠ > IP |
| TA ≠ > WPU | 3.1799 0.3647 | TA ≠ > WPU |
| CCI ≠ > WPU | 3.8657 0.2763 | CCI ≠ > WPU |
| INFI ≠ > WPU | 0.9481 0.8138 | INFI ≠ > WPU |
| IP ≠ > WPU | 0.3918 0.9419 | IP ≠ > WPU |
The symbols “ ≠ > and → ” denote the non-Granger causality and unidirectional Granger causality relationship for the selected variables
**,***Indicate the 0.05 and 0.10 significance level. The optimal lag is selected as 3 by using SIC