Hi,
I want to assess the association between an exposure (present/no present) and depressive symptoms (as continuous) in a cohort study. In the cohort there are patients in which the last follow-up data varies, i.e. for one participant I have the outcome at 1 year, for another at 6 year. As I have multiple time points for the outcome I was thinking to use a multivariate linear regression. Then I need also to adjust the model for some confounders. Which is the correct command in STATA for this model?
The other solution I thought to apply is to use the last observation for each individual as dependent variable and then adjust the model for the length of follow-up. Does it make sense also?
Thanks
Cinzia
I want to assess the association between an exposure (present/no present) and depressive symptoms (as continuous) in a cohort study. In the cohort there are patients in which the last follow-up data varies, i.e. for one participant I have the outcome at 1 year, for another at 6 year. As I have multiple time points for the outcome I was thinking to use a multivariate linear regression. Then I need also to adjust the model for some confounders. Which is the correct command in STATA for this model?
The other solution I thought to apply is to use the last observation for each individual as dependent variable and then adjust the model for the length of follow-up. Does it make sense also?
Thanks
Cinzia
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