
Introductory Econometrics 4th Edition by Jeffrey Wooldridge
Edition 4ISBN: 978-0324660609
Introductory Econometrics 4th Edition by Jeffrey Wooldridge
Edition 4ISBN: 978-0324660609 Exercise 10
In Example 13.8, we used the unemployment claims data from Papke (1994) to estimate the effect of enterprise zones on unemployment claims. Papke also uses a model that allows each city to have its own time trend.
log(uclmst) = ai + cit + 1ezit + uit ,
where ai and ci are both unobserved effects. This allows for more heterogeneity across cities.
(i) Show that, when the previous equation is first differenced, we obtain
log(uclmsit) = ci + 1 ezit + uit, t = 2,..., T.
Notice that the differenced equation contains a fixed effect, ci.
(ii) Estimate the differenced equation by fixed effects. What is the estimate of 1 Is it very different from the estimate obtained in Example 13.8 Is the effect of enterprise zones still statistically significant
(iii) Add a full set of year dummies to the estimation in part (ii). What happens to the estimate of 1
log(uclmst) = ai + cit + 1ezit + uit ,
where ai and ci are both unobserved effects. This allows for more heterogeneity across cities.
(i) Show that, when the previous equation is first differenced, we obtain
log(uclmsit) = ci + 1 ezit + uit, t = 2,..., T.
Notice that the differenced equation contains a fixed effect, ci.
(ii) Estimate the differenced equation by fixed effects. What is the estimate of 1 Is it very different from the estimate obtained in Example 13.8 Is the effect of enterprise zones still statistically significant
(iii) Add a full set of year dummies to the estimation in part (ii). What happens to the estimate of 1
Explanation
Consider the unobserved effects model is...
Introductory Econometrics 4th Edition by Jeffrey Wooldridge
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