青嶋 誠(アオシマ マコト)
- 論文
- Higher Than Second-Order Approximations Via Two-Stage Sampling For Selecting From Folded Normal Populations(Statistical Conditional Inference and Its Related Topics)
青嶋 誠
数理解析研究所講究録/1506(0)/pp.143-166, 2006-07 - Transformations with improved asymptotic approximations and their accuracy
Enoki; H.; Aoshima; M.; +青嶋 誠
SUT J. Math./42(1)/p.97-122, 2006-01 - Second-order efficiency for two-stage estimation of a linear function of normal mean vectors when covariance matrices have some structures
Aoshima; M.; Takada; Y.; +青嶋 誠
Sequential Analysis/25(3)/p.327-345, 2006-01 - Statistical inference in two-stage sampling
Aoshima M.
Selected Papers on Differential Equations and Analysis, Amer. Math. Soc. Transl./215/p.125-145, 2005-01 - Asymptotic second-order efficiency for two-stage multiple comparisons with components of a linear function of mean vectors
Aoshima; M.; Kushida; T.; +青嶋 誠
Advances in Ranking and Selection, Multiple Comparisons, and Reliability: Methodology and Applications/p.191-211, 2005-01 - Percentage points of the largest among student's t random variable
Mukhopadhyay N; Aoshima M
METHODOLOGY AND COMPUTING IN APPLIED PROBABILITY/6(2)/pp.161-179, 2004-06 - Two-Stage Multiple Comparisons with Components of a Linear Function of Vectors (区間推定とその関連する問題 短期共同研究報告集)
串田 卓也; 青嶋 誠
数理解析研究所講究録/1380(0)/pp.33-51, 2004-06 - Two-stage multiple comparisons with components of a linear function of mean vectors
Kushida; T.; Aoshima; M.; +青嶋 誠
数理解析研究所講究録/(1380)/p.33-51, 2004-01 - Two-stage procedures for selecting the best component of a multivariate exponential distribution
Aoshima; M.; Aoki; M.; Kai; M.; +青嶋 誠
Applied Sequential Methodologies/p.19-34, 2004-01 - Asymptotic second-order efficiency for multivariate two-stage estimation of a linear function of normal mean vectors
Aoshima; M.; Takada; Y.; +青嶋 誠
Sequential Anal./23(3)/p.333-353, 2004-01 - Transformations with improved chi-squared approximations
Enoki; H.; Aoshima; M.; +青嶋 誠
数理解析研究所講究録/(1380)/p.160-181, 2004-01 - Monotone Bartlett-type correction for some test statistics under nonnormality (漸近的統計理論 研究集会報告集)
青嶋 誠; 榎 広之; 伊藤 修
数理解析研究所講究録/1308(0)/pp.39-52, 2003-02 - Monotone Bartlett-type correction for some test statistics under nonnormality
Aoshima; M; Enoki; H.; Ito; O.; +青嶋 誠
数理解析研究所講究録/(1308)/p.39-52, 2003-01 - Sequential procedures for selecting the most probable multinomial cell when a nuisance cell is present
Aoshima; M.; Chen; P.; Panchapakesan; S.; +青嶋 誠
Commun. Statist. Theory and Methods/32(4)/p.893-906, 2003-01 - E-2 平均ベクトルの線形関数の成分に関する多重比較について
青嶋 誠
日本統計学会誌/32(3)/p.357, 2002-12 - 二段階標本抽出による統計的推測
青嶋 誠
数学/54(4)/pp.365-382, 2002-10 - 平均ベクトルの線形関数の成分に関する多重比較について
青嶋 誠
日本統計学会講演報告集/70(0)/pp.118-119, 2002-09 - Note on Sample Size Determination for Detecting the Worst Component of a Multivariate Exponential Distribution (Statistical Experiments and Clinical Trials 短期共同研究報告集)
青木 充; 甲斐 正樹; 青嶋 誠
数理解析研究所講究録/1273(0)/pp.138-147, 2002-07 - Bounded Risk Point Estimation of a Linear Function of K Multinormal Mean Vectors When Covariance Matrices Are Unknown
Aoshima; M.; Takada; Y.; +青嶋 誠
Advances on Theoretical and Methodological Aspects of Probability and Statistics/p.279-287, 2002-01 - Fixed-Width Confidence Interval for a Lognormal Mean
Aoshima; M. Govindarajulu; Z.; +青嶋 誠
International J. Mathematics and Mathematical Sciences/29(3)/p.143-153, 2002-01 - Note on sample size determination for detecting the worst component of a multivariate exponential distribution
Aoki; M.; Kai; M. Aoshima; M.
数理解析研究所講究録/(1273)/p.138-147, 2002-01 - 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
日本統計学会誌/31(3)/p.406, 2001-12 - さらに表示...
- Higher Than Second-Order Approximations Via Two-Stage Sampling For Selecting From Folded Normal Populations(Statistical Conditional Inference and Its Related Topics)