Sep 2026· The Stata Journal· Vol 26, pp. 325 - 366· 0 citations· 55 references
Abstract
In this article, we introduce the new community-contributed commands xtdhazard and cfbinout. The former implements the own-differences instrumental-variables estimator proposed by Farbmacher and Tauchmann (2023, Econometric Reviews 42: 635-654) for dealing with time-invariant unobserved heterogeneity in the discrete-time hazard model. cfbinout is called by xtdhazard if a nonlinear discrete-time hazard model is specified. cfbinout can also be used as a standalone command that generalizes ivprobit, twostep by allowing discrete endogenous regressors and link functions that are different from the normal link, specifically logit and complementary log-log. In terms of the underlying econometric theory, cfbinout is guided by Wooldridge (2015, Journal of Human Resources 50: 420-445). We illustrate the use of xtdhazard in an empirical example.
This paper proposes methods to estimate and compare asset pricing models in settings
with a large number of test assets. Models are specified through a linear stochastic discount
factor (SDF). We propose two regularization schemes to extend the Hansen-Jagannathan
distance to high-dimensional environments. In addition t...
Endogeneity is the condition in which a regressor is correlated with a model's error term, so that its coefficient does not recover the causal effect of interest. This entry generalizes the omitted-variable case of entry 008, presenting omitted variables, simultaneity, selection, and measurement error as four mechanism...
W. Craytor· Valuation Engineer Journal· 0 citations
This article systematizes the theoretical and methodological dimensions of endogeneity as a central problem in causal econometric analysis. It examines omitted variables, simultaneity and reverse causality, measurement error, unobserved heterogeneity, and dynamic panel structure as major sources of endogeneity. The stu...
Miyasar Zarikeyeva· AGROBUSINESS, SCIENCE AND TE...· 0 citations
The random-coefficient demand model of Berry, Levinsohn, and Pakes (1995) is commonly estimated by the generalized method of moments (GMM), using an unconditional moment restriction with a fixed set of instruments. Identification of the model, however, rests on a conditional moment restriction. The two are not equivale...
Hua Jin, Rui Sun, Tian Xie· 0 citations
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