Semiparametric qualitative response model estimation with unknown heteroscedasticity or instrumental variables

By Arthur Lewbel. 2000

413 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/535fc54c49d52140ebd725e8fed1bee479635349

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In Economics and Econometrics

Citations in the corpus

Equilibrium Tuition, Applications, Admissions, and Enrollment in the College Market (2012, positive): “For example, Lewbel ð2000Þ shows the identification of similar semiparametric models when an assumption I2–like excluded variable with a large support exists.”
Subsidies, financial constraints and firm innovative activities in emerging economies (2017, methodology): “…nature of the self-reported financial constraints measure, the baseline model including industry and country fixed effects is estimated with the special regressor estimator proposed by Lewbel (2000).22 For purposes of comparison, however, the IV probit estimates are reported in Appendix Table 14.”
Female Migration: A Way Out of Discrimination (2015, methodology): “An alternative to deal with endogeneity in binary choice models is the special regressor estimator first proposed by Lewbel (2000), which circumvents the drawbacks of the other estimation techniques.”
Semiparametric estimation of binary response models with endogenous regressors (2009, methodology): “lar the latter condition can be restrictive in practice. More recently, Lewbel (2000) proposed a”
Set Identified Linear Models (2011, background): “When v is continuously observed and its support is an interval, we are in the case studied by Lewbel (2000) and β is point identified.”
Discrete Choice Modeling (2007, methodology): “Lewbel (2000) has extended his fixed effects estimator to dynamic models as well.”
Inference on endogenously censored regression models using conditional moment inequalities (2009, methodology): “(15)Lewbel(2000) also requires an exogenous variable with relatively large support.”
Irregular Identification, Support Conditions, and Inverse Weight Estimation (2010, methodology): “This model was introduced to the literature by Lewbel(1997, 1998, 2000).”
ON THE COMPLETENESS CONDITION IN NONPARAMETRIC INSTRUMENTAL PROBLEMS (2010, background): “Manski (1988) or Lewbel (2000) ). Moreover, only ”1(Z), not necessarily Z, should satisfy this condition.”