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Original Articles

Sequential analysis of variance for irregular designs: some Monte Carlo results

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Pages 273-280 | Published online: 20 Mar 2007

References

  • Cox , D.R. 1952 . Sequential tests for composite hypotheses . Proc. Camb. Phil. Soc , 48 : 290 – 299 .
  • Hall , W. J. , Wijsman , R. A and Ghosh , J.K . 1965 . The relationship between sufficiency and invariance with applications in sequential analysis . Ann. Math. Slat , 36 : 575 – 614 .
  • Johnson , N.L. 1953 . Some notes on the application of sequential methods in the analysis of variance . Ann. Math. Stat , 24 : 614 – 623 .
  • Jones , R.D.H. 1968 . Sequential analysis of variance with unequal numbers of observations in experimental units , Virginia Polytechnic Institute and State University .
  • Jones , R.D.H. and Hinkeknann , K . 1969 . Sequential analysis of variance in medical trials . Methods of Information in Medicine , 3 : 41 – 46 .
  • Ray , W.D. 1957 . A proof that the sequential probability ratio test of the general linear hypothesis terminates with unit probability . Ann. Math. Stat , 28 : 521 – 523 .

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