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The results for the regression are as follows Coefficients Standard Error T stat Intercept 14.63 0.5226 27.995 financial crisis 13.71 1.0610 12.922 COVID-19 crisis 15.71
- The results for the regression are as follows
| Coefficients | Standard Error | T stat |
|
|
Intercept | 14.63 | 0.5226 | 27.995 |
|
|
financial crisis | 13.71 | 1.0610 | 12.922 |
|
|
COVID-19 crisis | 15.71 | 1.6643 | 9.439 |
|
|
transition | 5.40 | 1.1835 | 4.563 |
|
|
In estimating the regression found above, you are concerned that the t-statistics may be inflated because of serial correlation. You compute the DW statistic at 0.724 for the regression
- Based on the DW, what can you say about serial correlation between the residuals? Are they positively or negatively correlated? Or not correlated?
- Compute the sample correlation between the regression residuals from one period and those from the previous period.
- Perform a statistical test at the level to see if there is serial correlation. If you are using the table in the textbook, assume that the critical values of the DW statistic for 214 observations are about 0.11 higher than the critical values for 100 observations.
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