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Original Articles

An approximate test of variance homogeneity based on grubbs' estimators

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Pages 27-34 | Received 01 Jul 1985, Published online: 27 Jun 2007

References

  • Bradley , R.A. and Rollier , D.A. 1985 . “ The extension of Grubbs1 estimators for classes of incomplete block designs ” . In University of Georgia Statistics Technical Report, STA 14
  • Brindley , D.A. and Bradley , R.A. 1985 . Some hew results on Grubbs estimators . J. Amer. Statist. Assoc , 80 : 711 – 714 .
  • Ellenberg , J.H. 1977 . The joint distribution of standardized row sums of squares from a balanced two-way layout . J. Amer. Statist. Assoc , 72 : 407 – 411 .
  • Graybill , F.A. 1954 . Variance heterogeneity in a randomized block design . Biometrics , 10 : 516 – 520 .
  • Grubbs , F.E. 1948 . On estimating precision of measuring instruments and product variability . J. Amer. Statist. Assoc , 72 : 243 – 264 .
  • Lewis , P.A.W. , Goodman , A.S. and Miller , J.M. 1969 . A pseudorandom number generator for the system/360 . I.B.M. Systems Journal , 8 : 136 – 146 .
  • Russell , T.S. and Bradley , R.A. 1958 . One-way variances in a two-way classification . Biometrika , 45 : 111 – 129 .
  • Snee , R.D. 1982 . Nonadditivity in a two-way classification: Is it interaction or nonhomogeneous variance? . J. Amer. Statist. Assoc , 77 : 515 – 519 .

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