I Small sample properties of estimators in a normal and a linear regression model with inequality constraints.
2 Introduction to a model with inequality constraints.
3 Bayesian estimator of a normal mean subject to an inequality constraint.
4 Linear regression model with an interval constraint on coefficients.
5 Inequality constrained estimators in the heteroscedastic linear model.
II Small sample properties of estimators in SURE model.
6 Introduction to SURE model.
7 Two SURE model with specification error.
8 Pre-test estimators after a test of independence in two SURE model.
9 Two SURE model with compound normal disturbances.
III Risk comparisons of estimators under some loss functions.
10 Introduction of risk comparisons under some loss functions.
11 Risk comparisons under Inagaki's liss function.
Faculty of Economics and Business Administration
Kita 9 Nishi 7, Kita−ku, Sapporo 060−0809