The Oxford Handbook of Applied Nonparametric and Semiparametric Econometrics and Statistics 2014
DOI: 10.1093/oxfordhb/9780199857944.013.002
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An Overview of the Special Regressor Method

Abstract: This chapter provides background for understanding and applying special regressor methods.

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Cited by 5 publications
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“…However, this result is not sufficient to revert to the baseline probit model because, although the control function approach accounts for the endogenous regressor, it is not appropriate for non-linear models and when the endogenous regressor is discrete [39]. Therefore, we proceed to use the special regressor method estimation [40,41] to counter any possible bias due to the binary nature of both our dependent variable as well as the endogenous regressor. In order to estimate the special regressor model, a special regressor (V) satisfying the assumption conditions that a) it is continuously distributed and has a large support; b) it is exogenous; and c) it is conditionally independent of the model error term.…”
Section: Behavioural Changementioning
confidence: 99%
“…However, this result is not sufficient to revert to the baseline probit model because, although the control function approach accounts for the endogenous regressor, it is not appropriate for non-linear models and when the endogenous regressor is discrete [39]. Therefore, we proceed to use the special regressor method estimation [40,41] to counter any possible bias due to the binary nature of both our dependent variable as well as the endogenous regressor. In order to estimate the special regressor model, a special regressor (V) satisfying the assumption conditions that a) it is continuously distributed and has a large support; b) it is exogenous; and c) it is conditionally independent of the model error term.…”
Section: Behavioural Changementioning
confidence: 99%
“…This variable is the outcome for the OLS regression. Lewbel (2014) shows that this expected value of ! !"…”
Section: Web Appendixmentioning
confidence: 84%
“…To assess the robustness of our findings to assuming a specific distribution for the error term, we use the so-called special regressor estimator which does not require distributional assumptions on the error term and estimates mean valuations even in the presence of random coefficients (Dong and Lewbel, 2015;Lewbel, 2014). This approach has been used previously in estimating willingness-to-pay parameters (e.g., Kalisa et al, 2016;Bontemps and Nauges, 2015;Agarwal and Somaini, 2014).…”
Section: D Robustness To Assumption Of Extreme Value Distribution (Sp...mentioning
confidence: 99%
“… See the review by Lewbel (2014) and references therein. A very early version of this paper (Berry and Haile (2010)) featured an example of such an approach.…”
mentioning
confidence: 99%