References
- Bickel , P. and Yahaa , J. 1967 . “ Asymptotically pointwise optimal procedures in sequential analysis ” . In Proc. 5th Berk. Symp , Vol. VI , 401 – 413 . Berkeley : Univ. California Press .
- Bickel , P. and Yahav , J. 1968 . Asymptotically optimal Bayes and minimax procedures in sequential estimation . Ann Math. Statist , 39 : 442 – 456 .
- Bickel , P. and Yahav , J. 1969a . An A.P.O. rule in sequential estimation with quadratic loss . Ann. Math. Statist , 40 : 417 – 426 .
- Bickel , P. and Yahav , J. 1969b . Some contributions to the asymptotic theory of Bayes solutions . Z Wahr. Ver. und Gebiete , 11 : 257 – 276 .
- Finster , M.P. 1983 . A frequentistic approach to sequential estimation in the general linear model . J. Amer. Statist. Assoc , 78 : 403 – 407 .
- Finster , M.P. 1987 . A frequentistic and Bayesian analysis of Zellner's economic regression model under an informative prior . Sequential Analysis , 6 : 139 – 153 .
- Ghosh , M. and Hoekstra , R.M. 1989 . A.P.O. rules in hierarchical and empirical Bayes models . Sequential Analysis , 8 : 79 – 100 .
- Gleser , L.J. and Kunte , S. 1976 . On asymptotically optimal sequential Bayes interval estimation procedures . Ann. Statist , 4 : 685 – 711 .
- Rao , C.R. 1973 . Linear Statistical Inference and its Applications , New York : Wiley .
- Woodroofe , M. 1981 . A.P.O. rules are asymptotically non—deficient for estimation with squared error less . Z. Wahr und Verw. Geb , 58 : 331 – 341 .