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Vol 11, No 3:

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On The Estimation of Population Mean using Multi-Auxiliary Information on Two Occasions
Abstract
In this paper we deal with an estimator of finite population mean on the current (second) occasion using multi- auxiliary information in successive sampling over two occasions. Properties of the suggested estimator has been discussed and it is seen that the proposed estimator is more efficient than all the existing estimators for optimal choice of constants included in the estimators. We have also given the numerical illustration to compare the efficiency of the proposed estimator with all the existing estimators.
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References
1. A.R. Sen; Successive Sampling with Two Auxiliary Variable. Sankhya: The Indian Journal of Statistics, Series B, 33(3/4), 371-378 (1971).
2. A.R. Eckler; Rotation Sampling. Annals of Mathematical Statistics, 26(4), 664-685 (1955).
3. G.N. Singh and V.K. Singh; On the Use of Auxiliary Information in Successive Sampling. Journal of the Indian Society of Agricultural Statistics, 54(1), 1-12 (2001).
4. G.N. Singh and J.P. Karna; Estimation of Population Mean on the Current in Two-Occasion Successive Sampling. METRON – International Journal of Statistics, 67(1), 87-103 (2009).
5. G.N. Singh and S. Prasad; Some Estimators of Population Mean in Two-Occasion Rotation Patterns. Association for the Advancement of Modeling & Simulation Techniques in Enterprises, 12(1), 25-44 (2010).
6. G.N. Singh and K. Priyanka; Search of Good Rotation Patterns to Improve the Precision of Estimates at Current Occasions. Communication in Statistics – Theory and Methods, 37(3), 337-348 (2008).
7. G.N. Singh; F.S. Homa and S. Murya; Exponential Method of Estimation in Two-Occasion Successive Sampling. International Journal of Statistics & Economics, 12(3), 26-39 (2013).
8. G.N. Singh and M. Khalid; Efficient Class of Estimators for Finite Population Mean using Auxiliary Information in Two-Occasion Successive Sampling. Journal of Modern Applied Statistical Methods, 17(2), p. eP2607 (2018).
9. H.D. Patterson; Sampling on Successive Occasions with Partial Replacement of Units. Journal of Royal Statistical Society, B, 12(2), 241-255, (1950).
10. H.P. Singh and G.K. Vishwakarma; A General Procedure for Estimating Population Mean in Successive Sampling. Communication in Statistics – Theory and Methods, 38(2), 293-308 (2009).
11. I. Olkin; Multivariate Ratio Estimator for Finite Populations, Biometrika, 45, 154-165 (1858).
12. J.E. Walsh; Generalisation of Ratio Estimate for Population Total. Sankhya: The Indian Journal of Statistics, Series A, 32, 99-106 (1970).
13. J.N.K. Rao and J.E. Graham; Rotation Design for Sampling on Repeated Occasions. Journal of American Statistician Association, 59(306), 492-509 (1964).
14.K.K. Tiwari; S. Bhougal and S. Kumar; On Efficient Estimation in Successive Sampling Over Two Occasions. Thailand Statistician, 21(2), 305-313 (2023).
15. N.T. Beevi and C. Chandran; Efficient Family of Ratio-Type Estimators for Mean Estimation in Successive Sampling on two Occasions using Auxiliary Information. Statistics in Transition New Series, 18(2), 227- 245 (2017).
16. P.V. Sukhatme; B.V. Sukhatme; S. Sukhatme and C. Ashok; Sampling Theory of Surveys with Applications. Ames, IA Iowa State University Press, U.S.A., 2nd Edition (1984).
17. R.J. Jessen; Statistical Investigation of a Sample Surveys for Obtaining Farm Facts. Iowa Agriculture and Home Economics Research Station Research Bulletin, 26, 1-104 (1942).
18.R.S. Biradar and H.P. Singh; Successive Sampling using Auxiliary Information on Both the Occasions. Calcutta Statistical Associations Bulletin, 51(3/4), 243-251 (2001).
19. V. Dubey; An Efficiency Comparison of Some Generalized Estimators. International Journal of Statistics and Reliability Engineering, 6(1), 41-45 (2019).
20. V.N. Reddy; On a Transformed Ratio Method of Estimation. Sankhya: The Indian Journal of Statistics, 36, 59-70 (1974).

ISSN(P) 2350-0174

ISSN(O) 2456-2378

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