Hi everyone,
Im an inexperienced Stata user, and I was wondering if you could help me with something: I’m trying to replicate a simulation of the closing of the gender gap (in labor income per hour and working hours) using the MI method. It uses pmm, with a model with variables like age, years of education, among others, and the imputed variable is the labor income per hour (or the working hours) but with missing values for women. It makes 20 imputations. I understand that the next stages in MI are the completed-data analysis, performing the desired analysis separately on each imputation, and then the pooling step, combining the obtained results into a single multiple-imputation result. What is not clear for me is how I do the pooling step. Since what I want to do is a simulation of women incomes (based on men incomes), and then recalculate the household incomes to see the effect in poverty and inequality, I would like to have a single multiple-imputation result, but I guess it’s not as simple as calculating the mean of the 20 imputations.
Could anyone guide me a little? Thank you very much.
Im an inexperienced Stata user, and I was wondering if you could help me with something: I’m trying to replicate a simulation of the closing of the gender gap (in labor income per hour and working hours) using the MI method. It uses pmm, with a model with variables like age, years of education, among others, and the imputed variable is the labor income per hour (or the working hours) but with missing values for women. It makes 20 imputations. I understand that the next stages in MI are the completed-data analysis, performing the desired analysis separately on each imputation, and then the pooling step, combining the obtained results into a single multiple-imputation result. What is not clear for me is how I do the pooling step. Since what I want to do is a simulation of women incomes (based on men incomes), and then recalculate the household incomes to see the effect in poverty and inequality, I would like to have a single multiple-imputation result, but I guess it’s not as simple as calculating the mean of the 20 imputations.
Could anyone guide me a little? Thank you very much.
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