How to interpret "marginals" in case of the zero-weighted binomial model?
It may be noted that in the case of ordered probit, one gets a set of numbers as marginals as there is multiple ordered category of the dependent variable. Binomial also may have values between 0 and N. Is the default marginal computed by STATA for binomial regression (say with atmeans) is true for the average or expected value of the dependent variable as well as all independent variables. For example, if Y is our dependent variable, and X is an independent variable and the marginal of X is given as 0.12, can I conclude that one unit increase of X at its mean will lead to 0.12 units of increase in E(Y)?
Related Posts with How to interpret "marginals" in case of the zero-weighted binomial model?
Trying to make a plot with median and CIHi, I would like to create a plot that shows the median of a variable within two different groups w…
Replicating graphHow can I replicate this graph if I have similar data to what is presented in it? Array …
Regression with Indicator Function splitting Independent Variable into 2 SubgroupsHi All, I'm working on trying to get the results from the following regression which is a formula u…
Child immunization for NigeriaHello everyone. I am working with Stata where I'm trying to combine the different variables on chil…
Generating decile portfolio'sDear Statalist, I would like to ask for help regarding a question I've been pondering. I am replica…
Subscribe to:
Post Comments (Atom)
0 Response to How to interpret "marginals" in case of the zero-weighted binomial model?
Post a Comment