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st: Partial observability in bivariate probit model (Poirier (1980))


From   Si Li <[email protected]>
To   [email protected]
Subject   st: Partial observability in bivariate probit model (Poirier (1980))
Date   Mon, 19 Jan 2004 08:28:09 -0500

Dear all,

Sorry that I sent this message again. But I am kinda urgent to know the
answer. I am a new user of Stata and I am trying to use Stata to estimate
Poirier(1980, Journal of Econometrics)'s bivariate probit model with partial
observability.
Basically, the model is as follows:

Y1_star=X*b1+e1
Y2_star=X*b2+e2

Y1=1 if Y1_star>=0 and Y2=1 if Y2_star>=0. Let Zi=Y1i*Y2i. We have data on
Zi=0, 1. But no info about Y1* or Y2*. Prob(Zi=1)=Prob(Y1=1 and
Y2=1)=F(X*b1,X*b2,rho). log-likelihood
fn=sum[Zi*prob(Zi=1)+(1-Zi)*prob(Zi=0)].

This model is similar to a bivariate probit in spirit. The difference is that
it puts all the observations of (0 1), (1 0), and (0 0) into Zi=0.

Do you know how I can use Stata to estimate the above model? Your response
will be highly appreciated.


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