References
- Proc. Cambridge Phil. Soc. v.48 Large sample theory of sequential estimation Anscombe, F.J.
- J. Roy. Statist. Soc. v.B no.15 Sequential estimation Anscombe,F.J.
- Ann. Math. Statist. v.36 On the asymptotic theory of fixed width sequential confidence intervals for the mean Chow,Y.S.;Robbins, H.
- JASA v.78 A frequentistic approach to sequential estimation in the general linear model Finster, M.
- J. Roy. Statist. Soc. v.B no.45 Sequential estimation saving sampling operations Hall, P.
- Scand. J. Statisti. v.15 Remarks on the asymptotic theory of triple sampling estimation of the normal mean Hamdy, H.I.
- Statistica On accelerating sequential procedures for point estimation:the normal case Hamdy, H.I.;M.S. Son
- S. Afr. Statist. J. v.12 On finite and infinite confidence sequences Lonbard, F.;Swanepoel, J.W.H.
- Probability and Statistics-The Harald Cramer Volume Sequential estimation of the mean of a normal population Robbins, H.
- Ann. Math. Statist. v.39 On the cost of not knowing the variance when making a fixed-width confidence interval for the mean Simons, G.
- Commun. Statist. Theor. Meth. v.9 On accelerating sequential procedures for estimating exponential distributions Son, M.S.;Hamdy, H.I.
- Ann. Statist. v.5 Second order approximations for sequential point and interval estimation Woodroofe, M.