The range of my dependent variable Y is [0,inf). Since it is left censored to zero, the tobit model should be used. However the value of Y is huge, I have to remove the scale using normalization, which is Y_new=(Y-Y_min)/(Y_max-Y_min). After the transformation, the range of Y_new is [0,1]. The dataset is panel.
Under this circumstance, which model should be used for regression, fractional model or tobit model?
Note:fracreg -- Fractional response regression
Related Posts with Is the normalized dependent variable suitable for fractional model or tobit model?
Recentered Influence Functions (RIF) in Stata: RIF-Regression and RIF-DecompositionDear all, Thanks to Prof Baum, a new update to the "oaxaca_rif" command is now available. This new u…
Estimate equations simultaneously with Maximum Likelihood methodsHi all, I am trying to replicate a methodology used by an academic paper where they estimate 3 equa…
Using stset for recurring event analysisHi all, Apologies if this is very simple. I'm trying to run a recurring-event survival analysis us…
Combining CMP and Finite Mixture Models (FMM)Dear all, I estimate a recursive system of equations using cmp command and like to adress unbserved…
egen newvar = group(oldvar), labelHi. I want to assign values to string data. Therefore I tried to convert the string var into a nume…
Subscribe to:
Post Comments (Atom)
0 Response to Is the normalized dependent variable suitable for fractional model or tobit model?
Post a Comment