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Model misspecification in Data Envelopment Analysis

Annals of Operations Research, 1997
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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MODEL MISSPECIFICATION NOT THE NODE-DENSITY ARTIFACT

Evolution, 2008
Hugall and Lee (2007) proposed a method for detecting nodedensity effects on phylogenetic trees, and applied it to several of the trees we have used to investigate punctuational evolution (Webster et al. 2003). They concluded that those trees suffer from the node-density artifact rather than provide evidence for punctuational evolution.
Chris, Venditti, Mark, Pagel
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Misspecifications in modelling journeys to work [PDF]

open access: possible, 2004
In this paper we perform a simulation procedure of testing models for journeys to work. The testing regime is carried out on a number of such models, mainly within the class of gravity models. We test the models on synthetic populations constructed from an aggregated set of a large number of worker subcategories, reflecting for instance different ...
Jens Petter Gitlesen   +2 more
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Regression Diagnostic under Model Misspecification

Journal of Applied Statistics, 2007
We propose two novel diagnostic measures for the detection of influential observations for regression parameters in linear regression. Traditional diagnostic statistics focus on the effect of deletion of data points either on parameter estimates, or on predicted values.
Li-Chu, Chien, Tsung-Shan, Tsou
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The Consequences Of Model Misspecification In Regression Analysis

Multivariate Behavioral Research, 1976
In ordinary least squares regression analysis the desired property of unbiasedness in estimated coefficients is contingent upon the correspondence of the fitted model with the true underlying data generating process. This paper focuses on developing a systematic characterization of the error forms resulting from model misspecification in single ...
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On Constraints in Parameter Estimation and Model Misspecification

2018 21st International Conference on Information Fusion (FUSION), 2018
Under perfect model specification several deterministic (non-Bayesian) parameter bounds have been established, including the Cramer-Rae, Bhattacharyya, and the Barankin bound; where each is known to apply only to estimators sharing the same mean as a function of the true parameter. This requirement of common mean represents a constraint on the class of
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Detecting Model Misspecification in Bayesian Piecewise Growth Models

Structural Equation Modeling, 2023
Sarah Depaoli, Ihnwhi Heo, Fan Jia
exaly  

Propensity score weighting under limited overlap and model misspecification

Statistical Methods in Medical Research, 2020
Roland Matsouaka   +2 more
exaly  

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