References
- Anderson , T. W. 1984 . “ An Introduction to Multivariate Statistical Analysis ” . New York : Wiley .
- Anscombe , F. J. Large-sample theory of sequential estimation . Proc Cambridge Philos Soc . Vol. 48 , pp. 600 – 607 .
- Billingsley and Patrick . 1968 . Convergence of Probability Measures , New York : Wiley .
- Fakhre Zakeri I. Sequential confidence sets with guaran¬teed coverage probability and beta protection in multiparameter families h. D. thesis, P University of Illinois at Urbana-Champaign 1987
- Folland , G. B. 1984 . Real Analysis , New York : Wiley . Interscience
- International Mathematical and Statistical Libraries, Inc. Houston 1982 IMSL, : Author.
- Juhlin Kenton D. Sequential and non sequential confidence intervals with guaranteed coverage probability and beta-protection Ph. D. Dissertation University of Illinois 1985
- Tosio , Kato . 1982 . A Short Introduction to Perturbation Theory for Linear Operators , New York : Springer .
- Magnus , Jan R. and Neudecker , H. 1979 . The commutation matrix Some properties and applications . Ann. Statist. , 7 : 381 – 394 .
- Neudecker , H. 1968 . The Kronecker matrix product and some of its applications in econometrics . Statistica Neerlandica , 22 : 69 – 82 .
- Rao , C. R. 1973 . Linear Statistical Inference and its Applications , New York : Wiley .
- Serfling , R. J. 1980 . Approximation Theorems of Mathematical Statistics , New York : Wiley .
- Wijsman , Robert A. 1979 . “ Stopping time of invariant sequential probability ratio tests ” . In Chapter 6 in Developments in Statistics , Edited by: Krishnaiah , P. R. 235 – 314 . New York : Academic Press .
- Wijsman , Robert A. 1981 . Confidence sets based on sequential tests . Commun. Statist. -Theor. Method A , 10 : 2137 – 2147 .
- Wijsman , Robert A. “ Sequential confidence sets: Estimation oriented versus test oriented construction ” . In Statistical Decision Theory and Related Topics III , Edited by: Gupta , S. S and Berger , J. O. 435 – 450 . New York : Academic Press .
- Wijsman , Robert A. 1983 . Sequential estimation and test oriented confidence intervals for μ/σ in a normal population . Sequential Analysis , 2 : 149 – 174 .
- Wijsman Robert A. Sequential confidence intervals with beta protection in one parameter families Adaptive Statistical Procedures and Related Topics Ryzin J. V. IMS Lecture Notes Monograph Series 1985 8 96 107 S. S.Gupta, Series ed
- Woodroofe , M. 1982 . Nonlinear Renewal Theory in Sequential Analysis , Philadelphia : SIAM . CBMS NSF Regional Conference Series in Applied Mathematics