Skip to content
IJASP International Journal of Advanced Statistics and Probability E-ISSN 2307-9045

Improved classes of chain type estimators for ratio of two population means using two auxiliary characters in the presence of non-response

Abstract

In the case when the population mean of auxiliary character is not known but population mean of another additional auxiliary character is known, improved classes of chain type estimators for ratio of two population means of study characters in the presence of non-response have been proposed and their properties are studied. The proposed classes of chain type estimators have been found to be more efficient than the corresponding estimators in case of fixed sample sizes and also in case of the fixed cost. It is also found that the proposed classes of chain type estimators have less total cost in comparison to the cost incurred for the corresponding estimators in case of the specified variance. An empirical study has been given in support of the problem under investigation.

Authors and Affiliations

About this article

Download PDF

References

M.H. Hansen, W.N. Hurwitz, The problem of non-response in sample surveys, Journal of American Statistical Association, 41, (1946), 517-529.

B.B. Khare, S.K. Pandey, A class of estimators for ratio of two population means using auxiliary character in presence of non - response, Journal of Scientific Research, Banaras Hindu University Varanasi, 50, (2000), 115-124.

B.B. Khare, R.R. Sinha, Estimation of the ratio of two population means using auxiliary character with unknown population mean in presence of no-response, Progress of Mathematics, Banaras Hindu University, 36(1, 2), (2002), 337-348.

B.B. Khare, R.R. Sinha, Estimation of finite population ratio using two phase sampling scheme in the presence of non-response, Aligarh Journal of Statistics, 24, (2004), 43-56.

B.B. Khare, R.R. Sinha, Estimation of the ratio of the two population means using multi-auxiliary characters in the presence of non-response, Statistical Techniques in Life Testing, Reliability, Sampling Theory and Quality Control, (2007), 163-171.

View more references (8)

S. Rani Srivastava, B.B. Khare, S.R. Srivastava, On generalized chain estimator for ratio and product of two population means using auxiliary characters, Assam Statistical Review, 2(1), (1988), 21-29.

S. Rani Srivastava, S.R. Srivastava, B.B. Khare, Chain ratio-type estimators for ratio of two population means using auxiliary characters, Communication in Statistics-Theory Methods, 18 (10), (1989), 3917-3926.

B.B. Khare, S. Rani Srivastava, Combined generalized chain estimators for ratio and product of two population means using auxiliary characters, Metron, 56 (3-4), (1998), 109-116.

V.K. Singh, Hari P. Singh, Housila P. Singh, D. Shukla, A general class of chain estimators for ratio and product of two means of a finite population, Communication in Statistics - Theory Methods, 23 (5), (1994), 1341-1355.

M.S. Ahmed, The general class of chain estimators for the ratio of two means using double sampling, Communication in Statistics-Theory Methods, 26(9), (1997), 2247-2254.

B.B. Khare, U. Srivastava, K. Kumar, Chain type estimators for ratio of two population means using auxiliary characters in the presence of non-response. Journal of Scientific Research, Banaras Hindu University, 56, (2012), 183-196.

V.N. Reddy (1978), A study of use of prior knowledge on certain population parameters in estimation, Sankhya B 40, (1978), 29-37.

S.K. Srivastava, H.S. Jhajj, A class of estimators of the population means using multi-auxiliary information, Calcutta Statistical Association Bulletin, 32, (1983), 47-56.


How to Cite

Improved classes of chain type estimators for ratio of two population means using two auxiliary characters in the presence of non-response. (2013). International Journal of Advanced Statistics and Probability, 1(3), 53-63. https://doi.org/10.14419/ijasp.v1i3.870