2002
DOI: 10.1023/a:1016565719882
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Cited by 705 publications
(99 citation statements)
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“…Wang [33] provided some theoretical insights into the bias problem in estimating the stochastic frontier function and farm-specific technical efficiency separately using a two-step approach. In the estimation of the technological parameters of the production function, the ignorance of the dependence of inefficiency on its sources can produce biased estimates of these parameters if the explanatory variables in the production function and those in the technical efficiency model were correlated.…”
Section: Analytical Frameworkmentioning
confidence: 99%
“…Wang [33] provided some theoretical insights into the bias problem in estimating the stochastic frontier function and farm-specific technical efficiency separately using a two-step approach. In the estimation of the technological parameters of the production function, the ignorance of the dependence of inefficiency on its sources can produce biased estimates of these parameters if the explanatory variables in the production function and those in the technical efficiency model were correlated.…”
Section: Analytical Frameworkmentioning
confidence: 99%
“…Linearbilinear models could be graphically represented through biplots (Gabriel, 1971;Yan and Tinker, 2006) or enhanced biplots (Gauch, 2006), where genotypes and environments are plotted in a single graph. Later, mixed models were introduced to allow more flexibility and to model different correlation structures among environments (Piepho, 1998;Burgueño et al, 2008;Kelly et al, 2009;Cullis et al, 2010), increasing statistical power (Wang and Schmidt, 2002). A number of correlation structures can be modeled with mixed models, from a single correlation among environments (i.e., compound symmetry models; Piepho, 2005), heterogeneous variances (Piepho, 1998;Malosetti et al, 2004;Burgueño et al, 2008;Cullis et al, 2010), up to a unique correlation for each pair of environments (i.e., unstructured variance-covariance; Burgueño et al, 2008;Malosetti et al, 2013).…”
Section: Introductionmentioning
confidence: 99%
“…The debate on whether to use a one-step or two-step approach introduced important developments into the investigation of how exogenous factors influence the one-sided inefficiency effect. The extensive Monte Carlo results presented by Wang and Schmidt (2002) favor the one-step approach. Among the different models developed, perhaps the most well-known model of the one-step approach is the Battese and Coelli (1995) model.…”
Section: Literature Review Technical Efficiency (Te)mentioning
confidence: 96%
“…In this model, the function which explains inefficiency is estimated as a single step with production technology, which avoids the problem of inconsistency of a two-stage estimation process. Wang and Schmidt (2002) have cautioned against the two-step procedure to calculate the effect of the measured covariates, the 'z's', on estimates, arguing that the omission of the covariates at the 'first step' is tantamount to the omitted variable problem in ordinary regression. Nonetheless, this procedure is common and, indeed, is routine in the DEA literature.…”
Section: Stochastic Frontier Analysis Strategy To Measure Technical Ementioning
confidence: 99%