No.1224
Statistical Inference and the Bioequivalence Problem
Statistical Inference and the Bioequivalence Problem
’ZŠϊ‹€“―Œ€‹†•ρW
@
2001/03/05`2001/03/07
Τ•½ Ή•Ά
Masafumi Akahira
@
–ځ@ŽŸ
@
1. ’€ŽŸBhattacharyyaŒ^‰ΊŠE‚Μ’B¬‚Ι‚Β‚’‚Δ (Statistical Inference and the Bioequivalence Problem)--------------------------------------1
@@@@’}”g‘εŠw”ŠwŒn@@@¬’r Œ’ˆκ@(Koike,Ken-ichi)
@
2. On lower bounds for the Bayes risk of estimators in the uniform and truncated normal cases (Statistical Inference and the Bioequivalence Problem)---11
@@@@’}”g‘εŠw”ŠwŒn/’}”g‘εŠw”ŠwŒn@@@‘ε’J“ΰ “ή•δ/Τ•½ Ή•Ά@(Ohyauchi,Nao/Akahira,Masafumi)
@
3. Bootstrap and Permutation Tests for the Equality of Two Regression Functions by Curve Resampling (Statistical Inference and the Bioequivalence Problem)---36
@@@@η—t‘εŠwŽ©‘R‰ΘŠwŒ€‹†‰Θ/η—t‘εŠw—Šw•”@@@χˆδ —Tm/“cŒI ³Ν@(Sakurai,Hirohito/Taguri,Masaaki)
@
4. SAMPLE SIZE REDUCTION OF TWO-STAGE PROCEDURE (Statistical Inference and the Bioequivalence Problem)------------------------------61
@@@@’}”g‘εŠw”ŠwŒn/’}”g‘εŠw”ŠwŒn@@@Β“ˆ ½/‹{“‡ OŽu@(Aoshima,Makoto/Miyajima,Hiroshi)
@
5. Approximations for a family of generalized hypergeometric distributions (Statistical Inference and the Bioequivalence Problem)---73
@@@@’}”g‘εŠw”ŠwŒn/’}”g‘εŠw”ŠwŒn@@@”ς“c ‰p—S/Τ•½ Ή•Ά@(Hida,Eisuke/Akahira,Masafumi)
@
6. Approximate Likelihood Functions for Estimating Functions With Application to Root Selection (Statistical Inference and the Bioequivalence Problem)---90
@@@@“Œv”—Œ€‹†Š@@@ŸŠ ‹ΰ–F@(Wang,Jinfang)
@
7. Shape of an approximately unbiased test for the bioequivalence problem (Statistical Inference and the Bioequivalence Problem)---114
@@@@’}”g‘εŠw”ŠwŒn@@@’Γ“c ”όK@(Tsuda,Yoshiyuki)
@
8. Non-Gaussian $P$-function and disturbance of operation in quantum estimation for noised coherent light (Statistical Inference and the Bioequivalence Problem)---118
@@@@’}”g‘εŠw”ŠwŒn@@@’Γ“c ”όK@(Tsuda,Yoshiyuki)
@
9. BOUNDED RISK POINT ESTIMATION OF THE POWERS OF A NORMAL SCALE PARAMETER (Statistical Inference and the Bioequivalence Problem)---126
@@@@VŠƒ‘εŠw—Šw•”/VŠƒ‘εŠwŽ©‘R‰ΘŠwŒ€‹†‰Θ/H“c‘εŠw‹³ˆη•Ά‰»Šw•”@@@ˆιŠL ‰pˆκ/ƒAƒŠ ƒ€ƒNƒ^[ƒ‹/‰F–μ —Ν@(Isogai,Eiichi/Ali,Muktar/Uno,Chikara)
@
10. On the asymptotic construction of confidence intervals (Statistical Inference and the Bioequivalence Problem)------------------137
@@@@’}”g‘εŠw”ŠwŒn@@@Τ•½ Ή•Ά@(Akahira,Masafumi)
@
11. Sequential elimination procedure for selecting the $s$ best normal populations with unknown variance (Statistical Inference and the Bioequivalence Problem)---160
@@@@’}”g‘εŠw”ŠwŒn@@@Β–Ψ [@(Aoki,Mitsuru)
@
12. Second order admissibility of the maximum likelihood estimator (Statistical Inference and the Bioequivalence Problem)----------170
@@@@’}”g‘εŠw”ŠwŒn@@@“c’† G˜a@(Tanaka,Hidekazu)
@
13. A simulation study on testing the hypothesis in the two-sample problem (Statistical Inference and the Bioequivalence Problem)---182
@@@@’}”g‘εŠw”ŠwŒn/’}”g‘εŠw”ŠwŒn@@@Τ•½ Ή•Ά/‚‹΄ –M•F@(Akahira,Masafumi/Takahashi,Kunihiko)
@
14. Bayesian estimation of predictive densities (Statistical Inference and the Bioequivalence Problem)-----------------------------187
@@@@’}”g‘εŠw”ŠwŒn/’}”g‘εŠwƒxƒ“ƒ`ƒƒ[ƒrƒWƒlƒXƒ‰ƒ{ƒ‰ƒgƒŠ[/’}”g‘εŠw”ŠwŒn@@@Τ•½ Ή•Ά/Ό•½ —SŽ‘/”ς“c ‰p—S@(Akahira,Masafumi/Nishihira,Yuji/Hida,Eisuke)
@