References

INFERENCES ON A NORMAL MEAN WITH AN AUXILIARY VARIABLE


[1] W. G. Cochran, The estimation of the yields of the cereal experiments by sampling for the ratio gain to total produce, Journal of Agriculture Science 30(2) (1940), 262-275.
DOI: https://doi.org/10.1017/S0021859600048012

[2] G. O. Kadilar, A new exponential type estimator for the population mean in simple random sampling, Journal of Modern Applied Statistical Methods 15(2) (2016), 207-214.
DOI: https://doi.org/10.22237/jmasm/1478002380

[3] S. Khan, H. Ali, S. Manzoor and Alamgir, A class of transformed efficient ratio estimators of finite population mean, Pakistan Journal of Statistics 31(4) (2015), 353-362.

[4] M. N. Murthy, Product method of estimation, Sankhya: The Indian Journal of Statistics, Series A 26(1) (1964), 294-307.

[5] D. S. Robson, Applications of multivariate polykays to the theory of unbiased ratio- type estimation, Journal of American Statistical Association 52(280) (1957), 511-522.

[6] H. P. Singh and R. Tailor, Use of known correlation coefficient in estimating the finite population mean, Statistics in Transition 6(4) (2003), 555-560.

[7] R. Singh, P. Chauhan, N. Sawan and F. Smarandache, Improvement in estimating the population mean using exponential estimator in simple random sampling, International Journal of Statistics and Economics 3(A09) (2009), 13-18.

[8] D. J. Watson, The estimation of leaf area in field crops, Journal of Agriculture Science 27(3) (1937), 474-483.
DOI: https://doi.org/10.1017/S002185960005173X

[9] Z. Yan and B. Tian, Ratio method to the mean estimation using coefficient of skewness of auxiliary variable, International Conference on Information Computing and Applications, Part II 106 (2010), 103-110.
DOI: https://doi.org/10.1007/978-3-642-16339-5_14