A General Class of Estimators in Two-Stage Sampling with Two Auxiliary Variables

Abstract

-

Keywords

• -

References

1. Cochran, W. G. Sampling Techniques, 3rd edition (John Wiley & Sons, New York, 1977).
2. Hansen, M. H., Hurwitz, W. N. and Madow, W. G. Sampling Survey Methods and Theory vol.I (John Wiley & Sons, New York, 1953).
3. Kim, J. -Y., Breidt, F. J. and Opsomer, J. D. Nonparametric regression estimation of finite population totals under two-stage sampling(Technical Report 4, Department of Statistics, Colorado State University, 2009).
4. Sahoo, L. N. A regression-type estimator in two-stage sampling, Calcutta Statistical Asso- ciation Bulletin 36, 97–100, 1987.
5. Sahoo, L. N. and Panda, P. A class of estimators in two-stage sampling with varying prob- abilities, South African Statistical Journal 31, 151–160, 1997.
6. Sahoo, L. N. and Panda, P. A class of estimators using auxiliary information in two-stage sampling, Australian & New Zealand Journal of Statistics 41, 405–410, 1999.
7. Sahoo, L. N. and Sahoo, R. K. On the construction of a class of estimators for two-stage sampling, Journal of Applied Statistical Science 14, 317–322, 2005.
8. Sahoo, L. N., Senapati, S. C. and Singh, G. N. An alternative class of estimators in two- stage sampling with two auxiliary variables, Journal of the Indian Statistical Association 43, 147–156, 2005.

9. Sarndal, C. E., Swensson, B. and Wretman, J. Model Assisted Survey Sampling (Springer- Verlag, New York, 1992).
10. Singh, V. K., Singh, Hari P. and Singh, Housila, P. Estimation of ratio and product of two finite population means in two-phase sampling, Journal of Statistical Planning and Inferences 41, 163–171, 1994. [11] Smith, T. M. F. A note on ratio estimates in multi-stage sampling, Journal of the Royal Statistical Society A132, 426–430, 1969.
11. Srivastava, S. K. A class of estimators using auxiliary information in sample surveys, Cana- dian Journal of Statistics 8, 253–254, 1980.
12. Tracy, D. S. and Singh, H. P. A general class of chain regression estimators in two-phase sampling, Journal of Applied Statistical Science 8, 205–216, 1999.
13. Zheng, H. and Little, R. J. Penalized spline nonparametric mixed models for inference about finite population mean from two-stage sampling, Survey Methodology 30, 209–218, 2004.