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Finite Population Mean Estimation through a Two-Parameter Ratio Estimator Using Auxiliary Information in Presence of Non-Response


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Chanu, W.W. and Singh, B.K. (2015): Improved exponential ratio-cum-exponential dual to ratio estimator of finite population mean in presence of non-response. Jour. Appl. Prob., 4(1), 103-111.Search in Google Scholar

Cochran, W. G. (1977): Sampling Techniques. 3rdedn. New York, John Wiley and Sons.Search in Google Scholar

Hansen, M. H. and Hurwitz, W.N. (1946): The problem of non-response in sample surveys. Jour. Amer. Statist. Assoc., 41, 517-529.Search in Google Scholar

Kadilar, C. and Cingi, H. (2003): A study on the chain ratio-type estimator. Hacett. Jour. Math. Statist., 32(1), 105-108.Search in Google Scholar

Khare, B.B. and Sinha, R. R. (2004): Estimation of finite population ratio using two phase sampling scheme in presence of non-response. Aligarh Jour. Statist., 24, 43-56.Search in Google Scholar

Khare, B.B. and Srivastava, S. (1997): Transformed ratio type estimators for the population mean in the presence of non-response. Commun. Statist. Theo. Meth., 26(7), 1779-1791.10.1080/03610929708832012Search in Google Scholar

Kumar, S. (2012): Ratio-cum-regression estimator for estimating population mean with sub-sampling of non-respondents. Communications of the Korean Statist. Soci., 19(5), 663-672.10.5351/CKSS.2012.19.5.663Search in Google Scholar

Kumar, S. and Vishwanathaiah, M. (2013): A generalized family of transformed estimators in the presence of non-response in sample surveys. Jour. Adv. Comp., 2(3), 99-109.10.7726/jac.2013.1009Search in Google Scholar

Kumar, S., Singh, H.P., Bhougal, S. and Gupta, R. (2011): A class of ratio-cum-product type estimators under double sampling in presence of non-response. Hacett. Jour. Math. Statist., 40(4), 589-599.Search in Google Scholar

Olufadi, Y. and Kumar, S. (2014): Ratio-cum-product estimator using exponential estimator in the presence of non response. Jour. Adv. Comp., 3(1), 1-11.Search in Google Scholar

Rao, P.S.R.S. (1986): Ratio estimation with sub-sampling the non-respondents. Survey. Method., 12(2), 217-230.Search in Google Scholar

Singh, H. P. and Kumar, S. (2008): A regression Approach to the estimation of the finite population mean in the presence of non-response. Aust. N. Z. Jour. Stat., 50(4), 395-408.10.1111/j.1467-842X.2008.00525.xSearch in Google Scholar

Singh, H. P. and Kumar, S. (2009): A general class of estimators of the population mean in survey sampling using auxiliary information with sub sampling the non-respondents. The Korean Jour. Appl. Statist., 22(2), 387-402.10.5351/KJAS.2009.22.2.387Search in Google Scholar

Singh, H.P. and Pal, S.K. (2015): A new chain ratio-ratio-type exponential estimator using auxiliary information in sample surveys. Int. Jour. Maths and its Appl., 3(4-B), 37-46.Search in Google Scholar

Singh, H.P., Kumar, S. and Kozak, M. (2010): Improved estimation of finite population mean using sub-sampling to deal with non-response in two phase sampling scheme. Commun. Statist. Theo. Meth., 39, 1-12.Search in Google Scholar

Srivastava, S.K. (1971): A generalized estimator using multi-auxiliary information. Jour. Amer. Statist. Associ., 66(334), 404-407.10.1080/01621459.1971.10482277Search in Google Scholar

Srivastava, S.K. (1990): A class of estimator using auxiliary information in sample surveys. The Canadian Jour. Statist., 8(2), 253-254.Search in Google Scholar

Swain, A.K. P.C. (2014): On an improved ratio type estimator of finite population in sample surveys, Revista. Invest. Opera., 35(1), 49-57.Search in Google Scholar

Tabasum, R. and Khan, I.A. (2006): Double sampling ratio estimator for the population mean in presence of non-response. Assam Statist. Rev., 20(1), 73-83.Search in Google Scholar

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