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Theory and Method

On the Nonparametric Tests of David and Fix for the Bivariate Two-Sample Location Problem

Pages 1297-1307 | Published online: 05 Apr 2012

References

  • Bennett , B. M. 1967 . “On the Bivariate Generalization of the Wilcoxon Two-Sample Test and Its Relation to Rank Correlation Theory,” . Revue de l'Institut Internationale de Statistique , 35 : 30 – 3 .
  • Biokel , P. J. 1965 . “On Some Asymptotically Non-Parametric Competitors of Hotellings' T 2,” . The Annals of Mathematical Statistics , 36 : 160 – 73 .
  • Chatterjee , S. K. and Sen , P. K. 1964 . “Non-Parametric Tests for the Bivariate Two-Sample Location Problem,” . Bulletin of the Calcutta Statistical Association , 13 : 18 – 58 .
  • David , F. N. and Fix , E. “Rank Correlation and Regression in a Non-Normal Surface,” . Proceedings of the Fourth Berkeley Symposium on Mathematical Statistics and Probability . Vol. 1 , pp. 177 – 97 .
  • Fryer , J. G. 1964 . University of London . Unpublished Ph.D. thesis
  • Hannan , E. J. 1956 . “The Asymptotic Powers of Certain Tests Based on Multiple Correlations,” . Journal of the Royal Statistical Society, Series B , 18 : 227 – 33 .
  • Mardia , K. V. 1967 . “A Non-Parametric Test for the Bivariate Two-Sample Location Problem,” . Journal of the Royal Statistical Society, Series B , 29 : 320 – 42 .
  • Morgenstern , D. 1956 . “Einfache Beiespiele Zweidimensionaler Verteilungen,” . Mitteilungsblatt für Mathematische Statistik , 8 : 234 – 5 .
  • Puri , M. L. and Sen , P. K. 1966 . “On a Class of Multivariate, Multisample, Rank-Order Tests,” . Sankhya, Series A , 28 : 353 – 76 .
  • Tamura , R. 1966 . “Multivariate, Non-Parametric, Several-Sample Tests,” . The Annals of Mathematical Statistics , 37 : 611 – 8 .
  • Tukey , J. W. “A Survey of Sampling from Contaminated Distributions,” . In Contributions to Probability and Statistics (Essays in honor of Harold Hotelling) Edited by: Olkin , Ingram . 448 – 85 .

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