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Original Articles

On the consistency between model-and design-based estimators in survey sampling

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Pages 689-702 | Received 01 Jul 1989, Published online: 23 Dec 2010

References

  • Biblography Basu , D. 1971 . “ An essay on the logical foundations of survey sampling, part one ” . In Foundations of Statistical Inference , Edited by: Godambe , V. P. and Sprott , D. A. 203 – 242 . Toronto : Holt, Rinehart and Winston .
  • Brown , L. 1981 . A complete class theorem for statistical problems with finite sample spaces . Ann. Statist , 9 : 1289 – 1300 .
  • Cassel , C. M. , Sarndal , C. E. and Wretman , J. H. 1977 . “ Foundations of Inference in Survey Sampling ” . New York : Wiley .
  • Godambe , V. P. 1971 . “ Discussion of Basu's paper entitled “An essay on the logical foundations of survey sampling,” part one ” . In Foundations of Statistical Inference Edited by: Godambe , V. P. and Sprott , D. A. 235 – 236 . Toronto
  • Hajek , J. and Sprott , D. A. 1971 . “ Discussion of Basu's paper entitled “An essay on the logical foundations of survey sampling,” part one ” . In Foundations of Statistical Inference , Edited by: Godambe , V. P. 236 Toronto : Holt, Rinehart and Winston .
  • Lahiri , D. B. 1951 . A method of sample selection providing unbiased ratio estimators . Bull. International Stat. Inst , 33.II : 133 – 140 .
  • Little , R. J. A. 1983 . Estimating a finite population mean from unequal probability samples . J. Amer. Statist. Assoc , 78 : 596 – 604 .
  • Meeden , G. and Ghosh , M. 1981 . Admissibility in finite problems . Ann. Statist , 9 : 846 – 852 .
  • Meeden , G. and Ghosh , M. 1983 . Choosing between experiments: applications to finite population sampling . Ann. Statist , 11 : 296 – 305 .
  • Midzuno , H. 1952 . On the sampling system with probability proportional to sum of sizes . Ann. Inst. Statist. Math , 3 : 99 – 107 .
  • Pfeffermann , D. and Nathan , G. 1981 . Regression analysis of data from a cluster sample . J. Amer. Statist. Assoc , 76 : 681 – 689 .
  • Raj , D. 1968 . “ Sampling Theory ” . New York : McGraw Hill .
  • Rao , C. R. 1973 . Linear Statistical Inference and its Applications , New York : Wiley .
  • Rao , T. J. , Sengupta , S. and Sinha , B. K. 1988 . “ Some probability inequalities in ppswor sampling ” . 27 – 30 . Presented at R.C. Bose Memorial Conference in Delhi, December
  • Royall , R. M. 1970 . On finite population sampling theory under certain linear regression models . Biometrika , 57 : 377 – 387 .
  • Royall , R. M. 1971 . “ Linear regression models in finite population sampling theory ” . In Foundations of Statistical Inference , Edited by: Godambe , V. P. and Sprott , D. A. 259 – 279 . Toronto : Holt, Rinehart and Winston .
  • Sampford , M. R. and David , H. A. 1978 . “ Predictive estimation and internal congruency ” . In Contributions to Survey Sampling and Applied Statistics , 29 – 39 . New York : Academic Press .
  • Scott , A. and Smith , T. M. F. 1969 . Estimation in multistage surveys . J. Amer. Statist. Assoc , 64 : 830 – 840 .
  • Sen , A. R. 1955 . On the selection of n primary sampling units from a stratum structure (n ≤ 2) . Ann. Math. Statist , 26 : 744 – 751 .
  • Vardeman , S. and Meeden , G. 1983 . Admissible estimators in finite population sampling employing various types of prior information . J. Stat. Plan. and Inf , 7 : 329 – 341 .

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