Search results for "Misspecification"

showing 3 items of 3 documents

Comments on “Unobservable Selection and Coefficient Stability

2019

Abstract–: We establish a link between the approaches proposed by Oster (2019) and Pei, Pischke, and Schwandt (2019) which contribute to the development of inferential procedures for causal effects in the challenging and empirically relevant situation where the unknown data-generation process is not included in the set of models considered by the investigator. We use the general misspecification framework recently proposed by De Luca, Magnus, and Peracchi (2018) to analyze and understand the implications of the restrictions imposed by the two approaches.

Statistics and ProbabilityEconomics and EconometricEconomics and EconometricsTestingSettore SECS-P/05 - EconometriaOLSInconsistency01 natural sciencesUnobservable010104 statistics & probabilityBiaStability theory0502 economics and businessInconsistent Statistics and ProbabilityEconometrics0101 mathematicsSelection (genetic algorithm)050205 econometrics 05 social sciencesCausal effectConfoundingMean squared error (MSE)MisspecificationStatistics Probability and UncertaintyPsychologySocial Sciences (miscellaneous)Journal of Business and Economic Statistics
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On the Ambiguous Consequences of Omitting Variables

2015

This paper studies what happens when we move from a short regression to a long regression (or vice versa), when the long regression is shorter than the data-generation process. In the special case where the long regression equals the data-generation process, the least-squares estimators have smaller bias (in fact zero bias) but larger variances in the long regression than in the short regression. But if the long regression is also misspecified, the bias may not be smaller. We provide bias and mean squared error comparisons and study the dependence of the differences on the misspecification parameter.

Statistics::Machine LearningStatistics::TheoryC51C52BiasMisspecificationLeast-squares estimatorsddc:330Statistics::MethodologyC13Mean squared errorOmitted variablesStatistics::Computation
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On the ambiguous consequences of omitting variables

2015

This paper studies what happens when we move from a short regression to a long regression (or vice versa), when the long regression is shorter than the data-generation process. In the special case where the long regression equals the data-generation process, the least-squares estimators have smaller bias (in fact zero bias) but larger variances in the long regression than in the short regression. But if the long regression is also misspecified, the bias may not be smaller. We provide bias and mean squared error comparisons and study the dependence of the differences on the misspecification parameter.

Statistics::TheoryMean squared errorjel:C52Regression dilutionjel:C51Local regressionjel:C13Regression analysisOmitted-variable biasCross-sectional regressionStatistics::ComputationOmitted variables Misspecification Least-squares estimators Bias Mean squared errorStatistics::Machine LearningStatisticsEconometricsStatistics::MethodologyRegression diagnosticNonlinear regressionMathematics
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