Hello all!
I am planning to run a fractional regression model to determine the share of expenditure in total expenditure. Since, the share lies between 0 and 1, i understand that fractional logit is the appropriate model. However, since since all the individuals are not involved in expenditure activity, there is selection bias too. And my data is panel in nature. I know, I have to combine fractional logit model in panel data with selection bias. Unfortunately, I am unsure of what to do in Stata. It would be great if anyone could let me know if the steps below are right or not:
1) run a xtprobit regression to account for participation
2) get inverse mills ratio from participation equation
3) Add Inverse mills ratio as one of the explanatory variables in the glm command
I know that getting IMR and adding it as one of the explanatory variables in case of linear model works, following Wooldridge(1995). But what about the non-linear model case. Does it work the same way?
I am planning to run a fractional regression model to determine the share of expenditure in total expenditure. Since, the share lies between 0 and 1, i understand that fractional logit is the appropriate model. However, since since all the individuals are not involved in expenditure activity, there is selection bias too. And my data is panel in nature. I know, I have to combine fractional logit model in panel data with selection bias. Unfortunately, I am unsure of what to do in Stata. It would be great if anyone could let me know if the steps below are right or not:
1) run a xtprobit regression to account for participation
2) get inverse mills ratio from participation equation
3) Add Inverse mills ratio as one of the explanatory variables in the glm command
I know that getting IMR and adding it as one of the explanatory variables in case of linear model works, following Wooldridge(1995). But what about the non-linear model case. Does it work the same way?
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