Acceso abierto

Ratio-cum-product estimation in presence of non-response in successive sampling


Cite

Artés, E. M., Rueda, M. M. and Arcos A., 1999. Aportaciones al muestreo sucesivo. Metodología de Encuestas, 1(1), 19-28.Search in Google Scholar

Artés, E. M., García Luengo, A. V., 2001. Estimation of current population ratio in successive sampling. Journal of the Indian Society of Agricultural Statistics, 54(3), 342-354.Search in Google Scholar

Artés, E. M., García Luengo, A. V. and Oña, I., 2001. Una alternativa a la estimación de razón en dos ocasiones, Publicaciones del Ministerio de Defensa, 123-134.Search in Google Scholar

Artés, E., García Luengo, A. V., 2005. Multivariate indirect methods of estimation in successive sampling. J. Indian Soc. Agricultural Statist., 59(2), 97-103.Search in Google Scholar

Choudhary, R.K, Bathla, H.V.L, Sud, U.C., 2004. On non-response in sampling on two occasions. Journal of the Indian Society of Agricultural Statistics, 58, 331-343.Search in Google Scholar

Cochran, W. G., 1977. Sampling Techniques. Third edition. John Wiley & Sons, New York.Search in Google Scholar

Eckler, A. R., 1955. Rotation sampling. The Annals of Mathematical Statistics, 26, 664-685.10.1214/aoms/1177728427Search in Google Scholar

García Luengo, A. V., Artés, E. M., 2002. Improvement on estimating of current population ratio in successive sampling. Brazilian Journal of Probability and Statistics, 16(2), 107-122.Search in Google Scholar

García Luengo, A. V., 2008. Estimation of current population product in successive sampling. Pakistan Journal of Statistics, 24(2), 87-98.Search in Google Scholar

García Luengo, A. V., Oña, I., 2010. The non-response in the change of mean and the sum of mean for current occasion in sampling on two occasions. Chilean Journal of Statistics Vol. 2, No. 1, 63-84.Search in Google Scholar

Garcia Luengo, A. V., 2013. Improvement on the non-response in the population ratio of mean for current occasion in sampling on two occasions. Pakistan Journal of Statistics and Operation Research, Vol. 9, No. 1, 25-51.10.18187/pjsor.v9i1.478Search in Google Scholar

Garcia Luengo, A. V., 2014. A Study on Non-Response for the Estimation of Current Population Ratio in Sampling on Two Occasions. Journal of Advanced Computing. Volumen 3, No. 1, 35-55.10.7726/jac.2014.1003Search in Google Scholar

Gupta, P. C., 1979. Some estimation problems in sampling using auxiliary information, Ph. D. thesis IARS. New Delhi.Search in Google Scholar

Hansen, M. H., Hurwitz, W. N., 1946. The problem of the non-response in sample surveys. Journal of the American Statistical Association, 41, 517-529.10.1080/01621459.1946.1050189420279350Search in Google Scholar

Jessen, R. J., 1942. Statistical investigation of a sample survey for obtaining farm facts. Iowa Agricultural Experiment Statistical Research Bulletin, 304, 54-59 (for SPR material).Search in Google Scholar

Karna, J. P., Nath D. CH., 2015. Successive sampling strategy under non response. JAMSI, 11, No.1, 115-139.10.1515/jamsi-2015-0007Search in Google Scholar

Okafor, F. C., Arnab, R., 1987. Some strategies of two-stage sampling for estimating population ratios over two occasions. The Australian Journal of Statistics, 29(2), 128-142.10.1111/j.1467-842X.1987.tb00729.xSearch in Google Scholar

Okafor, F. C., 1992. The theory and application of sampling over two occasions for the estimation of current population ratio. Statistica, 1, 137-147.Search in Google Scholar

Okafor, F. C., Lee, H., 2000. Double sampling for ratio and regression estimation with sub-sampling the non-respondents. Survey Methodology, 26, 183-188.Search in Google Scholar

Okafor, F. C., 2001. Treatment of non-response in successive sampling. Statistica, 61, 195-204.Search in Google Scholar

Patterson, H. D., 1950. Sampling on successive occasions with partial replacement of units. Journal of The Royal Statistical Society Series B–Statistical Methodology, B12, 241-255.10.1111/j.2517-6161.1950.tb00058.xSearch in Google Scholar

Raj, D., 1968. Sampling Theory. McGraw Hill, New York.Search in Google Scholar

Rao, J. N. K., 1957. Double ratio estimate in forest surveys. Journal of the Indian Society of Agricultural Statistics, 9, 191-204.Search in Google Scholar

Rao, J. N. K., Pereira, N.P., 1968. On double ratio estimators. Sankhya, A, 30, 83-90.Search in Google Scholar

Singh, M. P. 1967. Ratio–cum–Product Method of Estimation. Metrika, 12, 34–42.Search in Google Scholar

Singh, V. K., Singh, G. N., Shukla, D., 1991. An efficient family of ratio-cum-difference type estimators in successive sampling over two occasions. Jour. Sci. Res., 41, C, 149-159.Search in Google Scholar

Singh, G. N., Priyanka, K., 2007. Estimation of population mean at current occasion in successive sampling under a super-population model. Model Assisted Statistics and Applications, 2, 189-200.10.3233/MAS-2007-2402Search in Google Scholar

Singh, H. P., Kumar, S., 2009. Estimation of multivariate indirect methods in presence of non-response in successive sampling. Metron, LXVII(2), 153-175.Search in Google Scholar

Singh, H. P., Kumar, S., 2010. Estimation of population product in presence of non-response in successive sampling. Statistical Papers, 51, 4, Pages 975-996.10.1007/s00362-008-0193-5Search in Google Scholar

Singh, H. P., Kumar, S. and Bhougal, S., 2011: Multivariate Ratio Estimation in Presence of Non-Response in Successive Sampling, Journal of Statistical Theory and Practice, 5:4, 591-61110.1080/15598608.2011.10483733Search in Google Scholar

Tikkiwal, B. D., 1951. Theory of Successive Sampling. Unpublished thesis for diploma I.C.A.R., New Delhi, India.Search in Google Scholar

Yates, F., 1949. Sampling Methods for Censuses and Surveys. Griffin, London.Search in Google Scholar

eISSN:
1336-9180
Idioma:
Inglés