Volume 11.
(as bibtex)
22 references.
Articles

115. A discounted uniform onearmed bandit problem
Hamada, Toshio

101118. On the changepoint problem
Chatterjee, Shoutir Kishore,
Bandyopadhyay, Uttam

119136. Direct computation of the performance of sequential procedures based on a sequence of $t$statistics, with application to a confidence interval for $\mu/\sigma$ in a normal population
Wijsman, Robert A.

137148. Accelerated sequential procedure for selecting the largest mean
Mukhopadhyay, N.,
Solanky, T. K. S.

149179. First passage times for perturbed random walks
Gut, Allan

1735. An optimal curtailment of a randomized UMP test for a proportion
Lienhard, Clarence W.

181197. Sequential estimation of the mean of a linear process
FakhreZakeri, I.,
Lee, S.

199212. On stopping times for fixedwidth confidence regions
Crowell, John I.,
Sen, P. K.

213227. An optimal stopping time for a power law process
Ebrahimi, Nader

229236. Monotonicity of sequential Bayes procedures in some multiaction problems
Greenshtein, Eitan

237255. Adaptive sampling for detecting a change point in the past
Assaf, David,
Ritov, Ya'acov

257272. Adaptive sequential confidence intervals for a location parameter
Chang, Y. C.

273287. Construction of a confidence interval by triple sampling
Honda, Toshio

289298. On the admissibility of some sequential confidence intervals for the normal mean
Mukerjee, Rahul,
Ghosh, Malay

299311. Some results on estimation for twostage clinical trials
Coad, D. S.

313325. Bayesian bandits in clinical trials
Wang, YouGan,
Gittins, John

327337. Minimax stopping times for i.i.d. random variables
Boshuizen, Frans

339376. Sequential procedures for comparing several medical treatments
Bather, J. A.,
Coad, D. S.

3753. Empirical Bayes sequential estimation of the mean
Karunamuni, R. J.

5572. An approximation method for the characteristics of the sequential probability ratio test
Park, Changsoon

7389. Estimation of the mean by three stage procedure
Honda, Toshio

91100. Recursive estimation: Asymptotic confidence regions by empirical quantiles
Dippon, Juergen,
Dippon, Jurgen,
Dippon, Jürgen