Communications for Statistical Applications and Methods

  • 제5권2호
  • /
  • Pages.417-429
  • /
  • 1998
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  • 2287-7843(pISSN)
  • /
  • 2383-4757(eISSN)
한국통계학회 (The Korean Statistical Society)
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Power Analysis of Distributions between Nonparametric Tests

  • 발행 : 1998.08.01
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초록

This paper compares powers of the two nonparametric tests under a variety of population distributions through a simulation study. Both tests require that the two underlying populations have the same variance, but this assumption is relaxed in some of the comparisons.

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참고문헌

  1. Annals of Mathematical Statistics v.25 Asymptotic Behavior of Some Rank Tests for Analysis of Variance Andrews, F.C.
  2. Evaluation Review v.4 no.5 The power of t and Wilcoxon statistics Blair, R.C.;Higgins, J.J.
  3. Pratical Nonparametric Statistics (2nd edition) Conover, W.J.
  4. Journal of the American Statistical Association v.73 A Note on the Small Sample Power Functions for Nonparametric Tests of Location in the Double Exponential Family Conover, W.J.;Wegmanen, O.;Ramsey, R.L.
  5. Applied Nonparametric Statistics(2nd edition) Daniel, W.W.
  6. Nonpapametric Statistical Inference Gibbons, J.D.
  7. Journal of Experimental Education Comparisons of the Mann-Whitney, Student's, and Alternate t Tests for Means of Normal Distribution Gibbons, J.D.;Chakraborti, S.
  8. Annals of Mathematical Statistics v.27 The Efficiency of Some Nonparametric Competiters of the t Test Hodges, J.L.;Legmann, E.L.
  9. Journal of American Statistical Association v.47 Use of Ranks in One-Criterion Variance Analysis Kruskal, W.H.;Wallis, W.A.
  10. Annals of Mathematical Statistics v.18 On a Test of Whether One of Two Random Variables is Stochastically Larger Than the Other Mann, H.B.;Whitney, D.R.
  11. Introduction to the Theory of Statistics Mood, A.M.
  12. Evaluation Review v.19 The Power of student's t and Wilcoxon w Statistics Rasmussen, J.L.
  13. Biometrics v.1 Individual Comparisons by Ranking Methods Wilcoxon, F.
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