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Journal of the American Statistical Association Volume 65, 1970 - Issue 331
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Theory and Method

Properties of a Rank Test of Cronholm and Revusky

G. K. Bhattacharyya Indian Institute of Management, Ahmedabad, India
&
Richard A. Johnson Department of Statistics, University of Wisconsin, USA
Pages 1308-1319 | Published online: 05 Apr 2012

References

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  • Bennett , B. M. 1969 . “Note on the Relation Between Kendall's Tau and the Cronholm-Revusky Test,” . Psychometrika , 34 : 125 – 6 .
  • Cronholm , J. N. and Revusky , S. H. 1965 . “A Sensitive Rank Test for Comparing the Effects of Two Treatments on a Single Group,” . Psychometrika , 30 : 459 – 67 .
  • Häjek , J. and Šidäk , Z. 1967 . Theory of Rank Tests , New York : Academic Press .
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  • Milton , R. C. 1965 . “Rank Order Probabilities: Two Sample Normal Shift Alternatives,” , Department of Statistics, University of Minnesota . Technical Report No. 53
  • Milton , R. C. 1966 . “Rank Order Probabilities: Two Sample Normal Shift Alternatives,” , Department of Statistics, University of Minnesota . Technical Report No. 53a
  • Noether , G. E. 1955 . “On a Theorem of Pitman,” . Annals of Mathematical Statistics , 26 : 64 – 8 .
  • Pearson , K. 1956 . Tables of the Incomplete Beta-Function , London : Cambridge University Press .
  • Revusky , S. H. 1967 . “Some Statistical Treatments Compatible with Individual Organism Methodology,” . Experimental Analysis Behavior ,
  • Shorack , R. A. 1967 . “Tables of the Distribution of the Mann-Whitney-Wilcoxon U-Statistic under Lehmann Alternatives,” . Technometrics , 9 : 666 – 77 .
  • Wilcoxon , R. 1946 . “Individual Comparisons of Grouped Data by Ranking Methods,” . Journal of Entomology , 39 : 269 – 70 .

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