Communications for Statistical Applications and Methods

The Korean Statistical Society (한국통계학회)
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A Bivariate Two Sample Rank Test for Mixture Distributions

  • Songyong Sim (Full-time Lecturer, Department of Statistics, Hallym University, Chuncheon 200-702, Korea) ;
  • Seungmin Lee (Associate Professor, Department of Statistics, Hallym Yniversity, Chuncheon 200-702, Korea)
  • Published : 1996.08.01
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Abstract

We consider a two sample rank test for a bivariate mixture distribution based on Johnson's quantile score. The test statistic is simple to calculate and the exact distribution under the null hypothesis is obtained. A numerical example is given.

Keywords

References

  1. Annals of Mathematical Statistics v.41 no.1 A Layer Rank Test for Ordered Bivariate Alternatives Bhattacharyya, G. K.;Johnson, R. A.
  2. Mutagenicity: New Horizons in Genetic Toxicology The Rationale and Methodology for Quantifying Sister Chromatid Exchange in Humans Carrano, A.;Moore, D.;J. A. Heddle(ed)
  3. Annals of Mathematical Statistics v.37 A Bivariate Sign Test for Location Chatterjee, S. K.
  4. Biometrics v.43 Two-Sample Rank Tests for Detecting Changes That Occur in a Small Proportion of the Treated Population Johnson, R. A.;Verrill, S.;Moore, II, D. H.
  5. Tech. Rep. no.950 A Multivariate Multi-Sample Quantile Test for Ordered Alternatives Johnson, R. A.;Sim, S.;Klein, B. E.;Klein, R.
  6. Communications in Statistics - Theory and Methods v.24 Nonparametric Tests for Ordered c-Sample Contaminated Distributions Johnson, R. A.;Sim, S.
  7. Descriptive Statistics for Multivariate Data Statistics and Probability Letters 1 Oja, H.