Hello there,
it's a bit related to my older thread, so now I am using the approach for discrete time survival analysis described for instance here and here. This means I use an expanded dataset with one observation for each time an individual is at risk of experiencing the event and then run logit / cloglog regressions.
I can reproduce the graphs and tables provided by Stephen Jenkins for my dataset. However, I'd like to include confidence bands around my hazard and survivor rates, similar to e.g. the built in features from the sts graph, ci command.
1) How do I get confidence intervals out of the logit and cloglog regressions to include them in the graphs? is this even possible or does this require quantile regression?
2) here it says about late entry: "To fit models without frailty, you must drop all intervals prior to each subject’s entry to the study. For example, if entry is in period ei, you drop it if t < ei." I am not sure whether I understand this correctly; there are not observations with intervals for individuals before they enter the study anyway?
3) how do I address left-censoring in this setup? I have the information "how old" individuals were before they became at risk, but as pointed out before I want to concentrate the analysis only on the last 12 quarters that the event could occur.
thank you!
it's a bit related to my older thread, so now I am using the approach for discrete time survival analysis described for instance here and here. This means I use an expanded dataset with one observation for each time an individual is at risk of experiencing the event and then run logit / cloglog regressions.
I can reproduce the graphs and tables provided by Stephen Jenkins for my dataset. However, I'd like to include confidence bands around my hazard and survivor rates, similar to e.g. the built in features from the sts graph, ci command.
1) How do I get confidence intervals out of the logit and cloglog regressions to include them in the graphs? is this even possible or does this require quantile regression?
2) here it says about late entry: "To fit models without frailty, you must drop all intervals prior to each subject’s entry to the study. For example, if entry is in period ei, you drop it if t < ei." I am not sure whether I understand this correctly; there are not observations with intervals for individuals before they enter the study anyway?
3) how do I address left-censoring in this setup? I have the information "how old" individuals were before they became at risk, but as pointed out before I want to concentrate the analysis only on the last 12 quarters that the event could occur.
thank you!