References
- Brewer , D. R. V. 1979 . A class of robust sampling designs for large-scale surveys . J. Amer. Stat. Assoc , 74 : 911 – 915 .
- Brewer , K. R. V. , Hanif , M. and Tam , S. M. 1988 . How nearly can model-based prediction and design- based estimation be reconciled? . J.Amer.Stat.Assoc , 83 : 128 – 132 .
- Cochran , V. G. 1977 . “ Sampling techniques ” . In John Wiley & Sons
- Fuller , V. 1975 . Regression analysis for sample survey . Sankhya , 37C : 17 – 32 .
- Godambe , V. P. 1969 . A law of large numbers for sampling finite populations with different inclusion probabilities for different individuals (abstract) . Ann. Math. Stat , 40 : 2218 – 2219 .
- Hajek , J. 1964 . Asymptotic theory of rejective sampling with varying probabilities from a finite population . Ann. Math. Stat , 35 : 1491 – 1523 .
- Hartley , H. O. , Rao , J. N. K. and Kiefer , G. 1969 . Variance estimation with one unit per stratum . J. Amer. Stat. Assoc , 66 : 841 – 851 .
- Hoist , L. 1973 . Some limit theorems with applications in sampling theory . Ann. Stat , 1 : 644 – 658 .
- Huang , E. T. and Isaki , C. T. 1988 . Variance estimation using auxiliary information under a one unit per stratum sample design - A monte Carlo study . Commun. Stat. - Simula , 17 : 1431 – 1447 .
- Isaki , C. T. 1983 . Variance estimation using auxiliary information . J. Amer. Stat. Assoc , 78 : 117 – 123 .
- Isaki , C. T. and Fuller , V. A. 1982 . Survey design under the regression superpopulation model . J. Amer. Stat. Assoc , 77 : 89 – 96 .
- Li , H. G. , Brink , G. E. and Schreuder , H. T. 1990 . An algorithm to set up stratum under balanced constraints for optimal sampling strategies . Submitted to Computational Stat. Quar ,
- Madow , V. G. 1948 . On the limit distribution of estimates based on samples from finite universe . Amer. Math. Stat , 19 : 535 – 545 .
- Ouyang , Z. , Schreuder , H. T. and Li , H. G. 1990 . Robust sampling strategies for regression estimation . Submitted to J. Amer. Stat. Assoc ,
- Rosen , B. 1972 . Asymptotic theory for successive sampling with varying probabilities without replacement . Ann. Math. Stat , 43 : 373 – 397 .
- Rosen , B. 1972 . Asymptotic theory for successive sampling with varying probabilities without replacement II . Ann. Math. Stat , 43 : 748 – 776 .
- Särndal , C. E. 1982 . Implications of survey design for generalized regression estimation of linear functions . J. Stat. Plan. Infer , 7 : 155 – 170 .
- Särndal , C. E. , Swensson , B. and wretman , J. H. 1989 . The weighted residual technique for estimator of the finite population total . Biometrika , 76 : 527 – 537 .
- Schreuder , H. T. and Ouyang , Z. 1990 . “ Optimum sampling strategies for weighted linear regression estimation ” . In Submitted to Can. J. For. Res
- Wright , R. L. 1983 . Finite population sampling with multivariate auxiliary information . J. Amer. Stat. Assoc , 78 : 879 – 884 .