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Journal of the American Statistical Association Volume 66, 1971 - Issue 334
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Theory and Method

A Generalized Estimator for the Mean of a Finite Population Using Multi-Auxiliary Information

Surendra K. Srivastava Lucknow University, India
Pages 404-407 | Published online: 05 Apr 2012

References

  • Cramér , H. 1945 . Mathematical Methods of Statistics , Princeton , N. J. : Princeton University Press .
  • Murthy , M. N. 1967 . Sampling Theory and Methods , Calcutta : Statistical Publishing Society .
  • Olkin , I. 1958 . “Multivariate Ratio Estimation for Finite Populations,” . Biometrika , 45 June : 154 – 65 .
  • Raj , D. 1965 . “On a Method of Using Multiauxiliary Information in Sample Surveys,” . Journal of the American Statistical Association , 60 March : 270 – 7 .
  • Rao , P. S. R. S. and Mudholkar , G. S. 1967 . “Generalized Multivariate Estimator for the Mean of Finite Populations,” . Journal of the American Statistical Association , 62 September : 1009 – 12 .
  • Shukla , G. K. 1966 . “An Alternative Multivariate Ratio Estimate for Finite Population,” . Calcutta Statistical Association Bulletin , 15 127 – 34 .
  • Singh , M. P. 1967 . “Ratio cum Product Method of Estimation,” . Metrika , 12 ( No. 1 ) : 34 – 42 .
  • Singh , M. P. 1967 . “Multivariate Product Method of Estimation for Finite Populations,” . Journal of the Indian Society of Agricultural Statistics , 19 December : 1 – 10 .
  • Smith , T. M. F. 1966 . “Ratio of Ratios and Their Applications,” . Journal of the Royal Statistical Society, Ser. A , 129 : 531 – 3 . Part 4
  • Srivastava , S. K. 1965 . “An Estimate of the Mean of a Finite Population Using Several Auxiliary Variables,” . Journal of the Indian Statistical Association , 3 October : 189 – 94 .
  • Srivastava , S. K. 1967 . “An Estimator Using Auxiliary Information in Sample Surveys,” . Calcutta Statistical Association Bulletin , 16 June & September : 121 – 32 .
  • Srivastava , S. K. “Contributions to the Use of Auxiliary Information in Sampling Theory,” , Lucknow University . Unpublished Ph.D. thesis accepted by

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