- BrownL. D. (1984). A note on the Tukey-Kramer procedure for pairwise comparisons of correlated means. Design of Experiments: Ranking and Selection (Essays in Honor of R. E. Bechhofer), (SantnerT. J. and TamhaneA. C., ed.), Marcel Dekker, New York, 1–6.
- DunnettC. W. (1980). Pairwise multiple comparisons in homogeneous variance, unequal sample size case. Journal of the American Statistical Association, 75, 789–795.
- HarterH. L. (1960). Tables of range and studentized range. Annals of Mathematical Statistics, 31, 1122–1147.
- HayterA. J. (1989). Pairwise comparisons of generally correlated means. Journal of the American Statistical Association, 84, 208–213.
- KramerC. Y. (1956). Extension of multiple range tests to group means with unequal number of replications. Biometrics, 12, 307–310.
- KramerC. Y. (1957). Extension of multiple range tests to group correlated adjusted means. Biometrics, 13, 13–18.
- LinF. J., SeppänenE. and UusipaikkaE. (1990). On pairwise comparisons of the components of the mean vector in multivariate normal distribution. Communications in Statistics Theory & Method, 19, 395–411.
- SeoT. (1995). Simultaneous confidence procedures for multiple comparisons of mean vectors in multivariate normal populations. Hiroshima Mathematical Journal, 25, 387–422.
- SeoT. and SiotaniM. (1992). The multivariate Studentized range and its upper percentiles. Journal of the Japan Statistical Society, 22, 123–137.
- SeoT., ManoS. and FujikoshiY. (1994). A generalized Tukey conjecture for multiple comparisons among mean vectors. Journal of the American Statistical Association, 89, 676–679.
- SiotaniM., HayakawaT. and FujikoshiY. (1985). Modern Multivariate Statistical Analysis : A Graduate Course and Handbook. American Sciences Press, Ohio.
- SomervilleP. N. (1993). On the conservatism of the Tukey-Kramer multiple comparison procedure. Statistics & Probability Letters, 16, 343–345.
- SrivastavaM. S. and WorsleyK. J. (1986). Likelihood ratio tests for a change in the multivariate normal mean. Journal of the American Statistical Association, 81, 199–204.
- TukeyJ. W. (1953). The problem of multiple comparisons. Unpublished manuscript, Princeton University.
A Note on the Conservative Multivariate Tukey-Kramer Multiple Comparison Procedure
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