References
- Brown , M. and Forsythe , A. 1974 . “The small sample behavior of some statistics which test the equality of several means,” . Technometrics , 9 : 129 – 132 .
- Cochran , W.G. 1964 . “Approximate significance levels of the Behrens-Fisher test,x” . Biometrics , 20 : 191 – 195 .
- Dunnett , C.W. 1980 . “Pairwise multiple comparisons in the unequal . Journal of the American Statistical Association , 75 : 796 – 800 .
- Einot , I. and Gabriel , K.R. 1975 . “A study of the powers of several methods of multiple comparisons,” . Journal of the American Statistical Association , 70 : 574 – 583 .
- Games , P.A. and Howell , J.F. 1976 . “Pairwise multiple comparison procedures with unequal N's and /or variances: A monte carlo study,” . Journal of Educational Statistics , 1 : 113 – 125 .
- Games , P.A. , Keselman , H.J. and Rogan , J.C. 1981 . “Simultaneous pairwise multiple comparison procedures for means when sample sizes are unequal,” . Psychological Bulletin , 90 : 594 – 598 .
- Hochberg , Y. and Tamhane , A.C. 1987 . Multiple Comparison Procedures , New York : John Wiley .
- Holm , S. 1979 . “A simple sequentially rejective multiple test procedure,” . Scandinavian Journal of Statistics , 6 : 65 – 70 .
- Holland , B.S. and Copenhaver , M.D. 1988 . “Improved Bonferroni-type multiple testing procedures,” . Psychological Bulletin , 104 : 145 – 149 .
- Hsiung, T., Olejnik, S. and Huberty, C. (1994, in press). “A comment on Wilcox's Improved Test for comparing means when variances are unequal,” Journal of Educational Statistics
- Jaccard , J. , Becker , M.A. and Wood , G. 1984 . “Pairwise multiple comparison procedures: A review,” . Psychological Bulletin , 96 : 589 – 596 .
- Keselman , H.J. and Rogan , J.C. 1978 . “A comparison of the notified -Tukey and Scheffe methods of multiple comparisons for pairwise contrasts,” . Journal of the American Statistical Association , 73 : 47 – 52 .
- Kirk , R. 1990 . “Multiple comparisons: From Fisher to the future,” . Boston, M.A : American Educational Research Association .
- Olejnik , S. and Lee , J. 1990 . “Multiple comparison procedures when population variances differ,” . Boston, M.A : American Educational Research Association .
- Ramsey , P.H. 1978 . “Power differences between pairwise multiple comparisons,” . Journal of the American Statistical Association , 73 : 479 – 485 .
- Ramsey , P.H. 1981 . “Power of univariate pairwise multiple comparison procedures,” . Psychological Bulletin , 90 : 352 – 366 .
- 1985 . SAS Users Guide: Basics , Cary, NC : SAS Institute, Inc .
- Satterthwaite , F.E. 1946 . “An approximate distribution of estimates of variance components,” . Biometrics , 2 : 110 – 114 .
- Seaman , M.A. , Levin , J.R. , Serlin , R.C. and Franke , T.M. 1990 . “A modified algorithm and an examination of power for Peritz's pairwise multiple-comparison procedures,” . Boston, MA : American Educational Research Association .
- Shaffer , J.P. 1979 . “Comparison of means: An F followed by a modified . Journal of Educational Statistics , 4 : 14 – 23 .
- Shaffer , J.P. 1986 . “Modified sequentially rejective multiple test . Journal of the American Statistical Association , 81 : 826 – 831 .
- Tamhane , A.C. 1979 . “A comparison of procedures for multiple comparisons of means with unequal variances,” . Journal of the American Statistical Association , 74 : 471 – 480 .
- Welch , B.L. 1938 . “The significance of the difference between two means when the population variances are unequal,” . Biometrika , 29 : 350 – 362 .
- Welch , B.L. 1951 . “On the comparison of several mean values: An alternative approach,” . Biometrika , 38 : 350 – 362 .
- Wilcox , R.R. 1987 . “Within row pairwise comparisons in a two-way ANOVA,” . Communications in Statistics-Simulation , 16 : 939 – 955 .
- Wilcox , R.R. 1991 . “A step-down heteroscedastic multiple comparisonprocedure,” . Communications in Statistics - Theory and Methods , 20 : 1087 – 1097 .
- Wilcox , R.R. , Charlin , V.L. and Thompson , K L. 1986 . “New Monte Carlo results on the robustness of the ANOVA F, W, and F* statistics,” . Communication in Statistics - Simulation and Computation , 15 : 933 – 943 .