Dear STATAforum.
Im reaching out to you because Im struggling to understand my tutor.
He is suggesting that I run a Probit model to overcome the challenge of OLS not adhering to a 0/1 constraint for probability ("LPM problem").
However; my issue is that the dependant variable which I am predicting onto, is a continous variable (a ratio / a share) which holds observations between 0 and 1 (0.2, 0.4, 0.235... so on and so forth).
My understanding is that Probit only predicts onto a dichotomous variable.
Is there any way I feasibly may transform my dependant variable into a dummy? I was thinking about determining the ratio / share as either "in or out", however I have several control variables (independent variables) which affects the dependant variable's value, so its not straight forward for me to just use "margins at" to determine whether an entity is "in our out" of the state which I am trying to find.
Would appreciate any help.
Im reaching out to you because Im struggling to understand my tutor.
He is suggesting that I run a Probit model to overcome the challenge of OLS not adhering to a 0/1 constraint for probability ("LPM problem").
However; my issue is that the dependant variable which I am predicting onto, is a continous variable (a ratio / a share) which holds observations between 0 and 1 (0.2, 0.4, 0.235... so on and so forth).
My understanding is that Probit only predicts onto a dichotomous variable.
Is there any way I feasibly may transform my dependant variable into a dummy? I was thinking about determining the ratio / share as either "in or out", however I have several control variables (independent variables) which affects the dependant variable's value, so its not straight forward for me to just use "margins at" to determine whether an entity is "in our out" of the state which I am trying to find.
Would appreciate any help.
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