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Miscellany

Contributions to two-sample statistics

Pages 37-44 | Published online: 20 Aug 2006

References

  • Behrens , WV . (1929) . Ein Beitrag zur Fehlerberechnung bei wenigen Beobachtungen . Landwirtsch, Jahrbucher , 68 : pp. 807–837
  • Cressie , NAC and Whitford , HJ . (1986) . How to use the two sample t-test . Biometrical Journal , 2 : pp. 131–148
  • Fisher , RA . (1939) . The comparison of samples with possibly unequal variances . Annals of Eugenics , 9 : pp. 174–180
  • Gross , AM . (1976) . Confidence interval robustness with long-tailed symmetric distributions . Journal of the American Statistical Association , 71 : pp. 409–416
  • Guo , JH and Luh , WM . (2000) . An invertible transformation two-sample trimmed t-statistic under heterogeneity and nonnormality . Statistics & Probability Letters , 49 : pp. 1–7
  • Hall , P . (1992) . On the removal of skewness by transformation . Journal of the Royal Statistical Society, Series B , 54 : pp. 221–228
  • Hertsgaard , D . (1979) . Distributions of asymmetric trimmed means . Communications in Statistics – Simulation and Computation, B , 8 ( 4 ) : pp. 359–367
  • Hill , MA and Dixon , WJ . (1982) . Robustness in real life: a study of clinical laboratory data . Biometrics , 8 : pp. 377–396
  • Hogg , RV , Fisher , DM and Randles , RH . (1975) . A two-sample adaptive distribution-free test . Journal of the American Statistical Association , 70 : pp. 656–661
  • Horn , J . (1983) . Some easy T-statistics . Journal of the American Statistical Association , 78 : p. 930
  • Johnson , NL . (1978) . Modified t tests and confidence intervals for asymmetrical populations . Journal of the American Statistical Association , 73 : pp. 536–544
  • Keselman , HJ , Wilcox , RR , Othman , AR and Fradette , K . (2002) . Trimming, transforming statistics, and bootstrapping: circumventing the biasing effects of heteroscedasticity and nonnormality . Journal of Modern Applied Statistical Methods , 1 : pp. 288–309
  • Luh , WM and Guo , JH . (1999) . A powerful transformation trimmed mean method for one-way fixed effects ANOVA model under non-normality and inequality of variances . British Journal of Mathematical and Statistical Psychology , 52 : pp. 303–320
  • Meloun , M , Hill , M , Militky , J and Kupka , K . (2001) . Analysis of large and small samples of biochemical and clinical data . Clinical Chemistry and Laboratory Medicine , 39 : pp. 53–61
  • Reed III , JF and Stark , DB . (1996) . Hinge estimators of location: robust to asymmetry . Computer Methods & Programs in Biomedicine , 49 : pp. 11–17
  • Satterthwaite , FE . (1946) . An approximate distribution of estimates of variance components . Biometrics Bulletin , 2 : pp. 110–114
  • Welch , BL . (1937) . The significance of the difference between two means when the population variances are unequal . Biometrika , 29 : pp. 2057–2071
  • Wilcox , RR . (1990) . Some results on the Tukey–McLalughlin and Yuen methods for trimmed means when distributions are skewed . Biometrics Journal , 36 : pp. 259–273
  • Yuen , KK . (1974) . The two sample trimmed t for unequal population variances . Biometrika , 61 : pp. 165–170
  • Yuen , KK and Dixon , WJ . (1973) . The approximate behavior and performance of the two-sample trimmed t . Biometrika , 60 : 369 – 374 .

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