AOSHIMA Makoto
- Articles
- A Two-Stage Procedure for Estimating a Linear Function of K Multinormal Mean Vectors When Covariance Matrices Are Unknown
Aoshima; M.; Takada; Y.; Srivastava; M.S.; +青嶋 誠
J. Statist. Plan. Inference/(100)/p.109-119, 2002-01 - Two-Stage Estimation of a Linear Function of Normal Means with Second-Order Approximations
Aoshima; M.; Mukhopadhyay; N.; +青嶋 誠
Sequential Anal./21(3)/p.109-144, 2002-01 - 二段階標本抽出による統計的推測
青嶋 誠
数学/54(4)/p.365-382, 2002-01 - D-3 判別関数のクラスと最適化について(多変量解析(4))(日本統計学会第69回大会記録)
若木 宏文; 青嶋 誠
Journal of the Japan Statistical Society/31(3)/p.406, 2001-12 - 判別関数のクラスと最適化について
若木 宏文; 青嶋 誠
日本統計学会講演報告集/69(0)/pp.292-293, 2001-09 - SAMPLE SIZE REDUCTION OF TWO-STAGE PROCEDURE (Statistical Inference and the Bioequivalence Problem)
青嶋 誠; 宮島 弘志
RIMS Kokyuroku/1224(0)/pp.61-72, 2001-07 - Sample Size Determination for Multiple Comparisons with Components of a Linear Function of Mean Vectors
Aoshima M.
Commun. Statist. Theory and Methods/30(8&9)/p.1773-1788, 2001-01 - Two-Stage Procedure Under Nonnormality
Aoshima; M.; Wakaki; H.; +青嶋 誠
Bulletin of the International Statistical Institute 53rd Session/(1)/p.99-100, 2001-01 - Sample size reduction of two-stage procedure
Aoshima; M. Miyajima; H.; +青嶋 誠
数理解析研究所講究録/(1224)/p.61-72, 2001-01 - D′-3 平均ベクトルの線形関数における成分間の多重比較について(日本統計学会第68回大会記録 : 決定理論 (2))
成井 一能; 宮島 弘志; 青嶋 誠
Journal of the Japan Statistical Society/30(3)/p.365, 2000-12 - D′-4 対照群の平均に関する処理群の最適な分類ルールについて(日本統計学会第68回大会記録 : 決定理論 (2))
青木 充; 青嶋 誠
Journal of the Japan Statistical Society/30(3)/p.365, 2000-12 - D′-2 非正規分布のもとでの多変量二段階法について(日本統計学会第68回大会記録 : 決定理論 (2))
青嶋 誠; 若木 宏文
Journal of the Japan Statistical Society/30(3)/p.365, 2000-12 - 非正規分布のもとでの多変量二段階法について
青嶋 誠; 若木 宏文
日本統計学会講演報告集/68(0)/pp.355-356, 2000-07 - 平均ベクトルの線形関数における成分間の多重比較について
成井 一能; 宮島 弘志; 青嶋 誠
日本統計学会講演報告集/68(0)/pp.357-358, 2000-07 - 対照群の平均に関する処理群の最適な分類ルールについて
青木 充; 青嶋 誠
日本統計学会講演報告集/68(0)/pp.359-360, 2000-07 - An optimal two-stage procedure in comparison with a control (Statistical Prediction and Estimation)
青木 充; 青嶋 誠
RIMS Kokyuroku/1161(0)/pp.122-129, 2000-06 - ROBUSTNESS OF MULTIVARIATE TWO-STAGE PROCEDURE IN SIMULTANEOUS ESTIMATION (Statistical Prediction and Estimation)
青嶋 誠; 平山 慎一; 丹野 雅広
RIMS Kokyuroku/1161(0)/pp.12-26, 2000-06 - Second-order properties of a two-stage procedure for comparing several treatments with a control
Aoshima; M.; Takada; Y.; +青嶋 誠
J. Japan. Statist. Soc./30(1)/p.27-41, 2000-01 - Robustness of multivariate two-stage procedure in simultaneous estimation
Aoshima; M.; Hirayama; S.; Tanno; M.; +青嶋 誠
数理解析研究所講究録/(1161)/p.12-26, 2000-01 - Second-order properties of improved two-stage procedure for a multivariate normal distribution
Aoshima M.
Commun. Statist. Theory and Methods/29(3)/p.611-622, 2000-01 - Multivariate statistical inference in two-stage sampling
Aoshima M.
ISM Symposium on Recent Advances in Statistical Research and Data Analysis/p.115-122, 2000-01 - Selection of the best normal population : A new exact solution, asymptotically optimal when K=2
Aoshima; M.; Dudewicz; E.J.; Hyakutake; H.; +青嶋 誠
American Journal of Mathematical and Management Sciences/20(1-2)/p.15-26, 2000-01 - Two-stage procedures in multivariate problems
Aoshima M.
Proceeding of JSM International Conference/p.14-17, 2000-01 - Two-stage procedure having exact consistency and second-order properties for the S best selection
Aoshima; M.; Aoki; M.; +青嶋 誠
Sequential Analysis/19(3)/p.115-131, 2000-01 - An optimal two-stage procedure in comparison with a control
青木 充; 青嶋 誠
数理解析研究所講究録/(1161)/p.122-129, 2000-01 - more...
- A Two-Stage Procedure for Estimating a Linear Function of K Multinormal Mean Vectors When Covariance Matrices Are Unknown