Testing identifying assumptions in bivariate probit models

نویسندگان

چکیده

This paper considers the bivariate probit model's identifying assumptions: linear index specification, joint normality of errors, instrument exogeneity, and relevance. First, we develop sharp testable equalities that detect all possible observable violations assumptions. Second, propose an easy-to-implement testing procedure for validity using existing inference methods intersection bounds. The test achieves correct empirical size performs well in detecting conditions simulations. Finally, provide a road map on what to do when model is rejected, including novel bounds average treatment effect relax assumption.

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(i) βt(xt → xt|Xi = x) = E[Yit|Xi = x′]− E[Yit|Xi = x], (ii) FYiτ |Xi(.|x) = FYiτ |Xi(.|x) Proof (i) follows by the correlated-random-effects assumption and h(x) = h(x′) βt(xt → xt|Xi = x′) = ∫ (ξt(x ′ t, a, u)− ξt(x, a, u))FAi,Uit|Xi(a, u|x ′) = E[Yit|Xi = xt]− ∫ ξt(xt, a, u))dFAi,Uit|Xi(a, u|h(x)) = E[Yit|Xi = x]− E[Yit|Xi = x]. ∗University of California, Davis, One Shields Ave, Davis CA 9561...

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ژورنال

عنوان ژورنال: Journal of Applied Econometrics

سال: 2023

ISSN: ['1099-1255', '0883-7252']

DOI: https://doi.org/10.1002/jae.2956