References
- Bradley , R. A. and Weed , H. D. Jr. 1969 . “Sequential One-Sample Grouped Rank Tests,” . Bulletin of the International Statistical Institute , 43 ( No. 2 ) : 98 – 100 .
- Davies , O. L. , ed. 1960 . The Design and Analysis of Industrial Experiments, , 2nd ed. , London : Oliver and Boyd .
- Govindarajulu , Z. 1968 . “Stopping Time of a Rank Order SPRT for Symmetry Based on Lehmann Alternatives,” Unpublished manuscript
- Lehmann , E. L. 1953 . “The Power of Rank Tests,” . The Annals of Mathematical Statistics , 24 ( No. 1 ) March : 23 – 43 .
- Parent , E. A. 1965 . Sequential Ranking Procedures , Department of Statistics, Stanford University . Technical Report No. 80
- Savage , I. R. 1956 . “Contributions to the Theory of Rank Order Statistics—The Two-Sample Case,” . The Annals of Mathematical Statistics , 27 ( No. 3 ) September : 590 – 615 .
- Wald , A. 1947 . Sequential Analysis , New York : John Wiley and Sons, Inc. .
- Weed , H. D. Jr. 1968 . “Sequential One-Sample Grouped Rank Tests for Symmetry,” , Ph.D. Dissertation Tallahassee : Florida State University Library .
- Weed , H. D. Jr. and Bradley , R. A. 1969 . “Sequential One-Sample Grouped Rank Tests for Symmetry: Monte Carlo Studies,” (in preparation)
- Weed , H. D. Jr. , Bradley , R. A. and Govindarajulu , Z. 1969 . “Stopping Times of Two Rank Order Sequential Probability Ratio Tests for Symmetry Based on Lehmann Alternatives,” (in preparation)
- Wilcoxon , F. 1945 . “Individual Comparisons by Ranking Methods,” . Biometrics , 1 ( No. 6 ) December : 80 – 3 .
- Wilcoxon , F. and Bradley , R. A. 1964 . “A Note on the Paper ‘Two Sequential Two-Sample Grouped Rank Tests with Applications to Screening Experiments,’” . Biometrics , 20 ( No. 4 ) December : 892 – 5 .
- Wilcoxon , F. , Rhodes , L. J. and Bradley , R. A. 1963 . “Two Sequential Two-Sample Grouped Rank Tests with Applications to Screening Experiments,” . Biometrics , 19 ( No. 1 ) March : 58 – 84 .