It has been suggested that Stein-rule estimators of econometric models
can be used to improve inferences in those models by combining sample
information with uncertain non-sample information in the estimation p
rocess. Pretest estimators are often used for model specification, eve
n though it is well known that they possess poor sampling properties.
The Stein-rule contains the same elements used by the classical pretes
t estimator but performs much better than the pretest estimator in rep
eated sampling. Based on Monte Carlo experiments the Stein-rule estima
tor is shown to offer significant quadratic risk improvements over max
imum likelihood, restricted maximum likelihood, and pretest estimators
of energy models.