Hi,
As the title implies I have an endogenous binary variable in my OLS model. I have found two suggested solutions: First, follow Wooldridge (2002, p. 623, procedure 18.1)-also used by Adams et al. (2009)-and run a probit model to regress the endogenous variable on the instruments and exogenous variables, regress the endogenous variable using the predicted values and the exogenous variables and finally run an OLS on my dependent variable using the predicted values and other control variables (basically transform my endogenous binary in a continuous one using a probit model and then run a 2SLS as usual using the transformed variable). Second, run a probit model, calculate the inverse mills ratios and then run my original OLS including them (basically run a two-step Heckman selection model).
Any suggestions which one is better for hypotheses testing (or if there is any better alternative that I am not aware of)?
Kind Regards,
Manos
As the title implies I have an endogenous binary variable in my OLS model. I have found two suggested solutions: First, follow Wooldridge (2002, p. 623, procedure 18.1)-also used by Adams et al. (2009)-and run a probit model to regress the endogenous variable on the instruments and exogenous variables, regress the endogenous variable using the predicted values and the exogenous variables and finally run an OLS on my dependent variable using the predicted values and other control variables (basically transform my endogenous binary in a continuous one using a probit model and then run a 2SLS as usual using the transformed variable). Second, run a probit model, calculate the inverse mills ratios and then run my original OLS including them (basically run a two-step Heckman selection model).
Any suggestions which one is better for hypotheses testing (or if there is any better alternative that I am not aware of)?
Kind Regards,
Manos
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