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Addressing Endogeneity Using a Two-Stage Copula Generated Regressor Approach
This study introduces a new instrumental variable-free method using copulas to solve endogeneity problems in observational data. The generalized two-stage copula endogeneity-correction (2sCOPE) method offers consistent causal inference even with normally distributed regressors.
Area of Science:
- Econometrics
- Causal Inference
- Statistical Modeling
Background:
- Endogenous regressors pose challenges for causal inference in observational data.
- Traditional instrumental variable (IV) methods have strict requirements, limiting their applicability.
- Existing copula methods fail with normally distributed regressors or correlated exogenous/endogenous variables.
Purpose of the Study:
- To propose a novel instrumental variable-free method for addressing regressor endogeneity.
- To relax identification requirements of existing copula correction techniques.
- To improve the finite-sample performance and applicability of endogeneity correction methods.
Main Methods:
- Development of the generalized two-stage copula endogeneity-correction (2sCOPE) method.
- Relaxation of non-normality and independence assumptions for endogenous regressors.
- Utilizing generated regressors for endogeneity control within a Gaussian copula framework.
Main Results:
- 2sCOPE provides consistent causal-effect estimates with normally distributed endogenous regressors.
- The method achieves consistency even when endogenous and exogenous regressors are correlated.
- Demonstrated superior finite-sample performance and mitigation of bias compared to existing methods.
Conclusions:
- 2sCOPE effectively addresses regressor endogeneity without instrumental variables.
- The method broadens the applicability of IV-free techniques for causal inference.
- Simulation studies and empirical application validate the performance of 2sCOPE.
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