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Original Articles

EQUIVARIANT ESTIMATION FOR PARAMETERS OF EXPONENTIAL DISTRIBUTIONS BASED ON TYPE-II PROGRESSIVELY CENSORED SAMPLES

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Pages 1675-1686 | Published online: 02 Sep 2006

REFERENCES

  • Balakrishnan , N. and Sandhu , R. 1996 . A. Best Linear Unbiased and Maximum Likelihood Estimation for Exponential Distributions Under General Progressive Type II Censored Samples . Sankhy[abar], Series B , 58 : 1 – 9 .
  • Herd , G.R. Estimation of Reliability from Incomplete Data . Proceedings of the Sixth National Symposium on Reliability and Quality Control .
  • Roberts , H.R. Some Results in Life Testing Based on Hypercensored Samples from an Exponential Distribution . Ph.D. dissertation . Washington, DC : George Washington University .
  • Roberts , H.R. Life Test Experiments with Hypercensored Samples . Proceedings of the 18th Annual Quality Control Conference . Rochester, New York : Rochester Society for Quality Control .
  • Cohen , A.C. 1963 . Progressively Censored Samples in Life Testing . Technometrics , 5 : 327 – 329 .
  • Cohen , A.C. 1991 . Truncated and Censored Samples New York : Marcel Dekker .
  • Balakrishnan , N. and Cohen , A.C. 1991 . Order Statistics and Inference: Estimation Methods San Diego : Academic Press .
  • Balakrishnan , N. and Aggarwala , R. 2000 . Progressive Censoring: Theory, Methods and Applications Boston : Birkhäuser .
  • Lehmann , E.L. and Casella , G. 1998 . Theory of Point Estimation, , Second Edn. New York : Springer-Verlag .
  • Edwin Prabakaran , T. and Chandrasekar , B. 1994 . Simultaneous Equivariant Estimation for Location–Scale Models . Journal of Statistical Planning and Inference , 40 : 51 – 59 .
  • Leo Alexander , T. and Chandrasekar , B. 1999 . Equivariant Estimation for the Parameters of an Exponential Model Based on Censored Sampling . Biometrical Journal , 41 : 471 – 481 .
  • Viveros , R. and Balakrishnan , N. 1994 . Interval Estimation of Life Characteristics from Progressively Censored Data . Technometrics , 36 : 84 – 91 .
  • Tse , S.K. and Tso , G. 1996 . Efficiencies of Maximum Likelihood Estimators Under Censoring in Life Testing . Journal of Applied Statistics , 23 : 515 – 524 .
  • Aggarwala , R. and Balakrishnan , N. 1998 . Some Properties of Progressive Censored Order Statistics from Arbitrary and Uniform Distributions with Applications to Inference and Simulation . Journal of Statistical Planning and Inference , 70 : 35 – 49 .
  • Kamps , U. 1995 . A Concept of Generalized Order Statistics Stuttgart, Teubner, , Germany
  • Kamps , U. 1995 . A Concept of Generalized Order Statistics . Journal of Statistical Planning and Inference , 48 : 1 – 23 .
  • Cramer , E. and Kamps , U. 2001 . Estimation with Sequential Order Statistics from Exponential Distributions . Annals of the Institute of Statistical Mathematics , 53 : 307 – 324 .
  • Balakrishnan , N. , Cramer , E. , Kamps , U. and Schenk , N. 2001 . Progressive Type II Censored Order Statistics from Exponential Distributions . Statistics , 35 : 537 – 556 .
  • Basu , D. 1955 . On Statistics Independent of a Complete Sufficient Statistic . Sankhy[abar] , 15 : 377 – 380 .
  • Chandrasekar , B. and Edwin Prabakaran , T. 1995 . Equivariant Estimation for Vector Location Parameter . Proceedings of the XV ISPS Conference . 22–26 1995 . India : MS University .
  • Edwin Prabakaran , T. Contributions to Theory of Simultaneous Equivariant Estimation . Ph.D. Thesis , Madras, , India : University of Madras .
  • Zacks , S. 1971 . The Theory of Statistical Inference New York : John Wiley & Sons .

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