Journal of the Korean Data and Information Science Society

  • Volume 4
  • /
  • Pages.131-136
  • /
  • 1993
  • /
  • 1598-9402(pISSN)
The Korean Data and Information Science Society (한국데이터정보과학회)
권호 표지

The Correlation Coefficient between the Smallest and Largest Observations in the Weibull Model in the Presence of an Unidentified Outlier

한 개의 불확실(不確實)한 이상점(異常點)을 갖는 와이블분포(分布)에서 최대(最大)값과 최소(最小)값의 상관계수(相關係數)

  • Published : 1993.06.25
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Abstract

We shall consider the trends of correlation coefficient between the smallest and largest observations in the Weibull model in the presence of an unidentified outlier, and derive the density functions of order statistics by the permanent theory.

Keywords

References

  1. Order Statistics and Inference Balakrishnan, N.;Cohen, A.C.
  2. Sankhya v.51 Order Statistics for nonidentically Distributed Variables and Permanents Bapat, R.B.;Beg, M.I.
  3. Table of Integrals, Series, and Products Gradshteyn, I.G.;Ryzhik, I.N.
  4. Commun. Statist.-Theor. Meth. v.15 no.4 The Correlation Coefficient between the Smallest and Largest Observations When (n-1) of the n Observations are I.I.D. Exponential Distribution Gross, A.J.;Hunt, H.H.;Odeh, R.E.
  5. Ann. Math. Stat. v.26 On Moments of Order Statistics from the Weibull Distribution Lieblein, J.
  6. Journal of the Royal Statistical Society, Series B v.34 Permanent Expressions for Order Statistics Density Vaughn, R.J.;Venables, W.N.